Category Archives: Quantitative Reasoning

Elective Courses in Liberal Arts & Sciences

Counting and Chance (MTHED-UE 1051)

This course is designed to be accessible and approachable for people who will be future teachers of elementary school mathematics. It is also intended for people who want to broaden their knowledge in mathematics and experience it as a relevant, challenging, and enjoyable field. It is not intended for math majors. It will be taught as a problem-based course, that allows for students to explore and develop new ideas, and apply them to real life situations. The course builds on intuitive understandings of fundamental ideas of counting and chance and moves gradually to more formal knowledge of combinatorics and probability concepts and techniques. The learning experiences offered throughout the course are designed to facilitate student interactions and active role in the learning process. Liberal Arts Core/MAP Equivalent – satisfies the requirement for Quantitative Reasoning

Mathematics Education (Undergraduate)
4 credits – 14 Weeks

Sections (Fall 2023)


MTHED-UE 1051-000 (11486)

Introduction to Computer Programming (Limited Prior Experience) (CSCI-UA 3)

This course introduces object-oriented programming, recursion, and other important programming concepts to students who already have had some exposure to programming in the context of building applications using Python. Students will design and implement Python programs in a variety of applied areas.

Computer Science (Undergraduate)
4 credits – 15 Weeks

Sections (Fall 2022)


CSCI-UA 3-000 (9289)
09/01/2022 – 12/14/2022 Tue,Thu
11:00 AM – 12:00 AM (Morning)
at Washington Square
Instructed by Arias Hernandez, Mauricio

Introduction to Computer Programming (CSCI-SHU 11)

An introduction to the fundamentals of computer programming. Students design, write, and debug computer programs. No prior knowledge of programming is assumed. Students will learn programming using Python, a general purpose, cross-platform programming language with a clear, readable syntax. Most class periods will be part lecture, part lab as you explore ideas and put them into practice. This course is suitable for students not intending in majoring in computer science as well as for students intending to major in computer science but having no programming experience. Students with previous programming experience should instead take Introduction to Computer Science. Prerequisite: Either placed into Calculus or at least a C in Pre-Calculus Fulfillment: Core Curriculum Requirement Algorithmic Thinking; EE Required Major Courses. Note: Students who have taken ICS in NY, Abu Dhabi, and Shanghai cannot take ICP.

Computer Science (Undergraduate)
4 credits – 14 Weeks

Sections (Spring 2022)


CSCI-SHU 11-000 (17503)
02/07/2022 – 05/13/2022 Mon
8:00 AM – 10:00 AM (Morning)
at Shanghai
Instructed by Simon, Daniel


CSCI-SHU 11-000 (17504)
02/07/2022 – 05/13/2022 Tue
3:00 PM – 5:00 PM (Late afternoon)
at Shanghai
Instructed by Simon, Daniel


CSCI-SHU 11-000 (23632)
02/07/2022 – 05/13/2022 Wed
8:00 AM – 10:00 AM (Morning)
at Shanghai
Instructed by Simon, Daniel


CSCI-SHU 11-000 (23633)
02/07/2022 – 05/13/2022 Wed
8:00 AM – 10:00 AM (Morning)
at Shanghai
Instructed by Liu, Yijian


CSCI-SHU 11-000 (23634)
02/07/2022 – 05/13/2022 Thu
3:00 PM – 5:00 PM (Late afternoon)
at Shanghai
Instructed by Simon, Daniel


CSCI-SHU 11-000 (23767)
02/07/2022 – 05/13/2022 Thu
3:00 PM – 5:00 PM (Late afternoon)
at Shanghai
Instructed by Liu, Yijian


CSCI-SHU 11-000 (26252)
02/07/2022 – 05/13/2022 Tue
9:00 PM – 10:00 PM (Evening)
at Shanghai
Instructed by Spathis, Promethee


CSCI-SHU 11-000 (26253)
02/07/2022 – 05/13/2022 Thu
9:00 PM – 10:00 PM (Evening)
at Shanghai
Instructed by Spathis, Promethee

Discrete Mathematics (CS-UH 1002)

Discrete mathematics concerns the study of mathematical structures that are discrete rather than continuous, and provides a powerful language for investigating many areas of computer science. Discrete structures are characterized by distinct elements, which are often represented by integers. Continuous mathematics on the other hand deals with real numbers. Topics in this course include: sets, counting techniques, logic, proof techniques, solving recurrence relations, number theory, probability, statistics, graph theory, and discrete geometry. These mathematical tools are illustrated with applications in computer science.

Computer Science (Undergraduate)
4 credits – 15 Weeks

Sections (Fall 2023)


CS-UH 1002-000 (16553)08/29/2023 – 12/15/2023 Mon,Wed2:00 PM – 3:00 PM (Early afternoon)at Abu DhabiInstructed by


CS-UH 1002-000 (16724)08/29/2023 – 12/15/2023 Mon,Wed9:00 AM – 11:00 AM (Morning)at Abu DhabiInstructed by Chaqfeh, Moumena


CS-UH 1002-000 (17123)08/29/2023 – 12/15/2023 Tue,Thu11:00 AM – 12:00 AM (Morning)at Abu DhabiInstructed by Pöpper, Christina

Dynamics (PHYS-UA 120)

Topics include conservation laws, central force motion, Lagrange’s and Hamilton’s equations, non-inertial frames, inertia tensor, rigid body dynamics, coupled oscillators and particles, eigenvalues, eigenvectors and normal modes.

Physics (Undergraduate)
3 credits – 15 Weeks

Sections (Spring 2022)


PHYS-UA 120-000 (9318)
01/24/2022 – 05/09/2022 Mon,Wed
12:00 AM – 1:00 PM (Early afternoon)
at Washington Square
Instructed by Moscatelli, Frank


PHYS-UA 120-000 (9319)
01/24/2022 – 05/09/2022 Mon
4:00 PM – 6:00 PM (Late afternoon)
at Washington Square
Instructed by Loizeau, Nicolas


PHYS-UA 120-000 (9503)
01/24/2022 – 05/09/2022 Wed
3:00 PM – 4:00 PM (Late afternoon)
at Washington Square
Instructed by Loizeau, Nicolas

Vector Analysis (MATH-UA 224)

Brief review of multivariate calculus: partial derivatives, chain rule, Riemann integral, change of variables, line integrals. Lagrange multipliers. Inverse and implicit function theorems and their applications. Introduction to calculus on manifolds: definition and examples of manifolds, tangent vectors and vector fields, differential forms, exterior derivative, line integrals and integration of forms. Gauss’ and Stokes’ theorems on manifolds.

Math (Undergraduate)
4 credits – 15 Weeks

Sections (Spring 2019)


MATH-UA 224-000 (8661)
01/28/2019 – 05/13/2019 Mon,Wed
2:00 PM – 3:00 PM (Early afternoon)
at Washington Square
Instructed by


MATH-UA 224-000 (8662)
01/28/2019 – 05/13/2019 Fri
2:00 PM – 3:00 PM (Early afternoon)
at Washington Square
Instructed by

Intro to Math Modeling (MATH-UA 251)

Formulation and analysis of mathematical models. Mathematical tools include dimensional analysis, optimization, simulation, probability, and elementary differential equations. Applications to biology, economics, other areas of science. The necessary mathematical and scientific background is developed as needed. Students participate in formulating models as well as in analyzing them.

Math (Undergraduate)
4 credits – 15 Weeks

Partial Differential Equations (MATH-UA 9263)

Many laws of physics are formulated as partial differential equations. This course discusses the simplest examples of such laws as embodied in the wave equation, the diffusion equation, and Laplace?s equation. Nonlinear conservation laws and the theory of shock waves. Applications to physics, chemistry, biology, and population dynamics. Prerequisite: prerequisite for MATH-UA 263

Math (Undergraduate)
4 credits – 14 Weeks

Sections (Spring 2023)


MATH-UA 9263-000 (10132)
01/26/2023 – 05/05/2023 Mon,Wed
9:00 AM – 10:00 AM (Morning)
at NYU Paris (Global)
Instructed by Lebovits, Joachim


MATH-UA 9263-000 (10310)
01/26/2023 – 05/05/2023 Mon,Wed
10:00 AM – 11:00 AM (Morning)
at NYU Paris (Global)
Instructed by Lebovits, Joachim

Honors Linear Algebra (MATH-UA 148)

This honors section of Linear Algebra is a proof-based course intended for well-prepared students who have already developed some mathematical maturity and ease with abstraction. Its scope will include the usual Linear Algebra (MATH-UA 140) syllabus; however this class will be faster, more abstract and proof-based, covering additional topics. Topics covered are: Vector spaces, linear dependence, basis and dimension, matrices, determinants, solving linear equations, linear transformations, eigenvalues and eigenvectors, diagonalization, inner products, applications.

Math (Undergraduate)
4 credits – 15 Weeks

Sections (Spring 2022)


MATH-UA 148-000 (9196)
01/24/2022 – 05/09/2022 Mon,Wed
11:00 AM – 12:00 AM (Morning)
at Washington Square
Instructed by Cao, Norman


MATH-UA 148-000 (10147)
01/24/2022 – 05/09/2022 Fri
11:00 AM – 12:00 AM (Morning)
at Washington Square
Instructed by Rilloraza, Paco

Honors Calculus III (MATH-UA 129)

The scope of this honors class will include the usual MATH-UA 123 syllabus; however this class will move faster, covering additional topics and going deeper. Functions of several variables. Vectors in the plane and space. Partial derivatives with applications, especially Lagrange multipliers. Double and triple integrals. Spherical and cylindrical coordinates. Surface and line integrals. Divergence, gradient, and curl. Theorem of Gauss and Stokes.

Math (Undergraduate)
4 credits – 15 Weeks

Sections (Spring 2022)


MATH-UA 129-000 (9309)
01/24/2022 – 05/09/2022 Tue,Thu
12:00 AM – 2:00 PM (Early afternoon)
at Washington Square
Instructed by Serfaty, Sylvia

Honors Analysis II (MATH-UA 329)

Prerequisites: a grade of C or better in Honors Analysis I (MATH-UA 328), or a grade of A in Analysis (MATH-UA 325) and permission of instructor. Continuation of Honors Analysis I (MATH-UA 328). Topics include: metric spaces, differentiation of functions of several real variables, the implicit and inverse function theorems, Riemann integral on R^n, Lebesgue measure on R^n, the Lebesgue integral.

Math (Undergraduate)
4 credits – 15 Weeks

Sections (Spring 2022)


MATH-UA 329-000 (8889)
01/24/2022 – 05/09/2022 Tue,Thu
12:00 AM – 1:00 PM (Early afternoon)
at Washington Square
Instructed by Gunturk, C Sinan


MATH-UA 329-000 (8890)
01/24/2022 – 05/09/2022 Fri
3:00 PM – 4:00 PM (Late afternoon)
at Washington Square
Instructed by Mui, Stephanie

Honors Algebra II (MATH-UA 349)

Prerequisites: a grade of C or better in Honors Algebra I (MATH-UA 348), or a grade of A in Algebra (MATH-UA 343) and permission of instructor. Principal ideal domains, polynomial rings in several variables, unique factorization domains. Fields, finite extensions, constructions with ruler and compass, Galois theory, solvability by radicals.

Math (Undergraduate)
4 credits – 15 Weeks

Sections (Spring 2022)


MATH-UA 349-000 (8887)
01/24/2022 – 05/09/2022 Tue,Thu
11:00 AM – 12:00 AM (Morning)
at Washington Square
Instructed by Goodman, Jonathan


MATH-UA 349-000 (8888)
01/24/2022 – 05/09/2022 Fri
2:00 PM – 3:00 PM (Early afternoon)
at Washington Square
Instructed by Charyyev, Jumageldi

Introduction to Fluid Dynamics (MATH-UA 230)

Prerequisite: A grade of C or higher in Calculus III (MATH-UA 123) or Math for Economics III (MATH-UA 213) (for economics majors). Recommended: Mathematical Physics (PHYS-UA 106). Fluid dynamics is the branch of physics that can describe the flow of blood in the human body, the flight of an insect, or the motions of weather systems. Key concepts include: the formalism of continuum mechanics; the conservation of mass, energy, and momentum in a fluid; the Euler and Navier-Stokes equations; and viscosity and vorticity. These concepts are applied to such classic problems in fluid dynamics as potential flow around a cylinder, the propagation of sound and gravity waves, and the onset of instability in shear flow.

Math (Undergraduate)
4 credits – 15 Weeks

Sections (Spring 2022)


MATH-UA 230-000 (8755)
01/24/2022 – 05/09/2022 Tue,Thu
2:00 PM – 3:00 PM (Early afternoon)
at Washington Square
Instructed by Sreenivasan, Katepalli Raju


MATH-UA 230-000 (8802)
at Washington Square
Instructed by


MATH-UA 230-000 (25084)
01/24/2022 – 05/09/2022 Mon
3:00 PM – 4:00 PM (Late afternoon)
at Washington Square
Instructed by Dsa, Remston

Honors Analysis I (MATH-UA 328)

This is an introduction to the rigorous treatment of the foundations of real analysis in one variable. It is based entirely on proofs. Students are expected to know what a mathematical proof is and are also expected to be able to read a proof before taking this class. Topics include: properties of the real number system, sequences, continuous functions, topology of the real line, compactness, derivatives, the Riemann integral, sequences of functions, uniform convergence, infinite series and Fourier series. Additional topics may include: Lebesgue measure and integral on the real line, metric spaces, and analysis on metric spaces.

Math (Undergraduate)
4 credits – 15 Weeks

Mathematics for Economics III (MATH-UA 213)

Further topics in vector calculus. Vector spaces, matrix analysis. Linear and nonlinear programming with applications to game theory. This course will provide economics students who have taken MATH-UA 211 Mathematics for Economics I and MATH-UA 212 Mathematics for Economics II with the tools to take higher-level mathematics courses.

Math (Undergraduate)
4 credits – 15 Weeks

Sections (Spring 2022)


MATH-UA 213-000 (8764)
01/24/2022 – 05/09/2022 Mon,Wed
9:00 AM – 10:00 AM (Morning)
at Washington Square
Instructed by Majmudar, Trushant S.


MATH-UA 213-000 (8765)
01/24/2022 – 05/09/2022 Fri
11:00 AM – 12:00 AM (Morning)
at Washington Square
Instructed by Kreiner, Aaron


MATH-UA 213-000 (8766)
01/24/2022 – 05/09/2022 Fri
9:00 AM – 10:00 AM (Morning)
at Washington Square
Instructed by Kreiner, Aaron


MATH-UA 213-000 (10146)
at Washington Square
Instructed by


MATH-UA 213-000 (25303)
01/24/2022 – 05/09/2022 Mon,Wed
2:00 PM – 3:00 PM (Early afternoon)
at Washington Square
Instructed by Normand, Raoul


MATH-UA 213-000 (25304)
01/24/2022 – 05/09/2022 Fri
2:00 PM – 3:00 PM (Early afternoon)
at Washington Square
Instructed by Chen, Zhe


MATH-UA 213-000 (25305)
01/24/2022 – 05/09/2022 Fri
8:00 AM – 9:00 AM (Morning)
at Washington Square
Instructed by Chen, Zhe

Introduction to Computer Simulation (MATH-UA 144)

Prerequisite: A grade of C or higher in Calculus I (MATH-UA 121) or Math for Economics II (MATH-UA 212) (for economics majors), and General Physics (PHYS-UA 11). Simulations of such phenomena as orbits (Kepler problem and N-body problem), epidemic and endemic disease (including evolution in response to the selective pressure of malaria), musical stringed instruments (piano, guitar, and violin), and traffic flow in a city (with lights, breakdowns, and gridlock). Simulations are based on mathematical models, numerical methods, and Matlab programming techniques taught in class. Emphasizes use of animation (and sound where appropriate) to present the results of simulations.

Math (Undergraduate)
4 credits – 15 Weeks

Sections (Spring 2022)


MATH-UA 144-000 (8767)
01/24/2022 – 05/09/2022 Tue,Thu
11:00 AM – 12:00 AM (Morning)
at Washington Square
Instructed by Sprinkle, Brennan


MATH-UA 144-000 (8771)
01/24/2022 – 05/09/2022 Fri
11:00 AM – 12:00 AM (Morning)
at Washington Square
Instructed by Li, Guanchun

Algebra (MATH-UA 343)

Introduction to abstract algebraic structures, including groups, rings, and fields. Sets and relations. Congruences and unique factorization of integers. Groups, permutation groups, homomorphisms and quotient groups. Rings and quotient rings, Euclidean rings, polynomial rings. Fields, finite extensions.

Math (Undergraduate)
4 credits – 15 Weeks

Sections (Spring 2022)


MATH-UA 343-000 (8402)
01/24/2022 – 05/09/2022 Tue,Thu
11:00 AM – 12:00 AM (Morning)
at Washington Square
Instructed by Pigati, Alessandro


MATH-UA 343-000 (8403)
01/24/2022 – 05/09/2022 Fri
9:00 AM – 10:00 AM (Morning)
at Washington Square
Instructed by Cortes, Julian


MATH-UA 343-000 (8756)
01/24/2022 – 05/09/2022 Mon,Wed
12:00 AM – 1:00 PM (Early afternoon)
at Washington Square
Instructed by Chiarelli, John


MATH-UA 343-000 (8757)
01/24/2022 – 05/09/2022 Fri
12:00 AM – 1:00 PM (Early afternoon)
at Washington Square
Instructed by Cortes, Julian

Differential Geometry (MATH-UA 377)

The differential properties of curves and surfaces. Introduction to manifolds and Riemannian geometry.

Math (Undergraduate)
4 credits – 15 Weeks

Sections (Spring 2022)


MATH-UA 377-000 (9183)
01/24/2022 – 05/09/2022 Tue,Thu
11:00 AM – 12:00 AM (Morning)
at Washington Square
Instructed by Yang, Deane


MATH-UA 377-000 (9184)
01/24/2022 – 05/09/2022 Mon
8:00 AM – 9:00 AM (Morning)
at Washington Square
Instructed by Han, Hancya

Functions of a Complex Variable (MATH-UA 282)

Complex numbers and complex functions. Differentiation and the Cauchy-Riemann equations. Cauchy?s theorem and the Cauchy integral formula. Singularities, residues, Taylor and Laurent series. Fractional linear transformations and conformal mapping. Analytic continuation.

Math (Undergraduate)
4 credits – 15 Weeks

Sections (Spring 2022)


MATH-UA 282-000 (8398)
01/24/2022 – 05/09/2022 Tue,Thu
3:00 PM – 4:00 PM (Late afternoon)
at Washington Square
Instructed by Becker, Simon


MATH-UA 282-000 (8399)
01/24/2022 – 05/09/2022 Fri
9:00 AM – 10:00 AM (Morning)
at Washington Square
Instructed by Thoma, Eric


MATH-UA 282-000 (10621)
01/24/2022 – 05/09/2022 Fri
3:00 PM – 4:00 PM (Late afternoon)
at Washington Square
Instructed by Thoma, Eric

Analysis (MATH-UA 325)

This course is an introduction to rigorous analysis on the real line. Topics include: the real number system, sequences and series of numbers, functions of a real variable (continuity and differentiability), the Riemann integral, basic topological notions in a metric space, sequences and series of functions including Taylor and Fourier series.

Math (Undergraduate)
4 credits – 15 Weeks

Sections (Spring 2022)


MATH-UA 325-000 (8400)
01/24/2022 – 05/09/2022 Tue,Thu
12:00 AM – 1:00 PM (Early afternoon)
at Washington Square
Instructed by De Philippis, Guido


MATH-UA 325-000 (8401)
01/24/2022 – 05/09/2022 Fri
12:00 AM – 1:00 PM (Early afternoon)
at Washington Square
Instructed by Peilen, Luke


MATH-UA 325-000 (10138)
01/24/2022 – 05/09/2022 Fri
9:00 AM – 10:00 AM (Morning)
at Washington Square
Instructed by Peilen, Luke


MATH-UA 325-000 (10139)
01/24/2022 – 05/09/2022 Mon,Wed
9:00 AM – 10:00 AM (Morning)
at Washington Square
Instructed by Li, Weilin


MATH-UA 325-000 (10140)
01/24/2022 – 05/09/2022 Fri
9:00 AM – 10:00 AM (Morning)
at Washington Square
Instructed by Beekie, Raj


MATH-UA 325-000 (10141)
01/24/2022 – 05/09/2022 Fri
2:00 PM – 3:00 PM (Early afternoon)
at Washington Square
Instructed by Beekie, Raj


MATH-UA 325-000 (10135)
01/24/2022 – 05/09/2022 Mon,Wed
11:00 AM – 12:00 AM (Morning)
at Washington Square
Instructed by Cao, Yu


MATH-UA 325-000 (10136)
01/24/2022 – 05/09/2022 Fri
11:00 AM – 12:00 AM (Morning)
at Washington Square
Instructed by Hess-Childs, Elias


MATH-UA 325-000 (10137)
01/24/2022 – 05/09/2022 Fri
12:00 AM – 1:00 PM (Early afternoon)
at Washington Square
Instructed by Hess-Childs, Elias


MATH-UA 325-000 (10627)
01/24/2022 – 05/09/2022 Tue,Thu
2:00 PM – 3:00 PM (Early afternoon)
at Washington Square
Instructed by Li, Weilin


MATH-UA 325-000 (10628)
01/24/2022 – 05/09/2022 Fri
11:00 AM – 12:00 AM (Morning)
at Washington Square
Instructed by Semenov, Vadim


MATH-UA 325-000 (10629)
01/24/2022 – 05/09/2022 Fri
12:00 AM – 1:00 PM (Early afternoon)
at Washington Square
Instructed by Semenov, Vadim

Computers in Medicine & Biology (MATH-UA 256)

Introduces the student of biology or mathematics to the use of computers as tools for modeling physiological phenomena. The student constructs two computer models selected from the following list: circulation, gas exchange in the lung, control of cell volume, and the renal countercurrent mechanism. The student then uses the model to conduct simulated physiological experiments.

Math (Undergraduate)
4 credits – 15 Weeks

Sections (Spring 2022)


MATH-UA 256-000 (20798)
01/24/2022 – 05/09/2022 Tue,Thu
2:00 PM – 3:00 PM (Early afternoon)
at Washington Square
Instructed by Peskin, Charles


MATH-UA 256-000 (20799)
01/24/2022 – 05/09/2022 Fri
2:00 PM – 3:00 PM (Early afternoon)
at Washington Square
Instructed by Maxian, Ondrej

Chaos & Dynamical Systems (MATH-UA 264)

Topics include fixed points of one-dimensional maps; linear operators and linear approximations; stability and bifurcation; logistic maps. Cantor set, fractal sets, symbolic dynamics, conjugacy of maps. Dynamics in two dimensions. Introduction for students with little preparation to the recent discovery that, in certain regimes, fully deterministic mechanics can produce chaotic behavior.

Math (Undergraduate)
4 credits – 15 Weeks

Sections (Spring 2022)


MATH-UA 264-000 (8396)
01/24/2022 – 05/09/2022 Mon,Wed
11:00 AM – 12:00 AM (Morning)
at Washington Square
Instructed by Ampatzoglou, Ioakeim


MATH-UA 264-000 (8397)
01/24/2022 – 05/09/2022 Fri
12:00 AM – 1:00 PM (Early afternoon)
at Washington Square
Instructed by Li, Guanchun

Numerical Analysis (MATH-UA 252)

In numerical analysis one explores how mathematical problems can be analyzed and solved with a computer. As such, numerical analysis has very broad applications in mathematics, physics, engineering, finance, and the life sciences. This course introduces the subject for mathematics majors. Theory and practical examples using Matlab are combined in the studying of topics ranging from simple root-finding procedures to differential equations and the finite element method.

Math (Undergraduate)
4 credits – 15 Weeks

Sections (Spring 2022)


MATH-UA 252-000 (8390)
at Washington Square
Instructed by


MATH-UA 252-000 (8391)
at Washington Square
Instructed by


MATH-UA 252-000 (9168)
01/24/2022 – 05/09/2022 Tue,Thu
9:00 AM – 10:00 AM (Morning)
at Washington Square
Instructed by Stadler, Georg


MATH-UA 252-000 (9169)
01/24/2022 – 05/09/2022 Fri
11:00 AM – 12:00 AM (Morning)
at Washington Square
Instructed by Toler, Evan


MATH-UA 252-000 (9405)
01/24/2022 – 05/09/2022 Mon,Wed
3:00 PM – 4:00 PM (Late afternoon)
at Brooklyn Campus
Instructed by Potter, Samuel


MATH-UA 252-000 (9406)
01/24/2022 – 05/09/2022 Fri
2:00 PM – 3:00 PM (Early afternoon)
at Brooklyn Campus
Instructed by Martinez Aguilar, Mariana

Combinatorics (MATH-UA 240)

Techniques for counting and enumeration, including generating functions, the principle of inclusion and exclusion, and Polya counting. Graph theory. Modern algorithms and data structures for graph theoretic problems.

Math (Undergraduate)
4 credits – 15 Weeks

Sections (Spring 2022)


MATH-UA 240-000 (8386)
01/24/2022 – 05/09/2022 Mon,Wed
3:00 PM – 4:00 PM (Late afternoon)
at Washington Square
Instructed by Bogomolov, Fedor


MATH-UA 240-000 (8387)
01/24/2022 – 05/09/2022 Fri
3:00 PM – 4:00 PM (Late afternoon)
at Washington Square
Instructed by Kazi, Sujay

Theory of Numbers (MATH-UA 248)

Divisibility and prime numbers. Linear and quadratic congruences. The classical number-theoretic functions. Continued fractions. Diophantine equations.

Math (Undergraduate)
4 credits – 15 Weeks

Sections (Spring 2022)


MATH-UA 248-000 (10470)
01/24/2022 – 05/09/2022 Mon,Wed
2:00 PM – 3:00 PM (Early afternoon)
at Brooklyn Campus
Instructed by Staccone, Matteo


MATH-UA 248-000 (10471)
01/24/2022 – 05/09/2022 Fri
2:00 PM – 3:00 PM (Early afternoon)
at Brooklyn Campus
Instructed by Feuer, Benjamin

Probability & Statistics (MATH-UA 235)

Prerequisite: a grade of C or better in Calculus II (MATH-UA 122) or Math for Economics II (MATH-UA 212) (for economics majors) or equivalent. Not open to students who have taken Theory of Probability (MATH-UA 233) or Mathematical Statistics (MATH-UA 234). Combination of MATH-UA 233 and 234 at a more elementary level to acquaint students with both probability and statistics in a single term. In probability: mathematical treatment of chance; combinatorics; binomial, Poisson, and Gaussian distributions; law of large numbers and the normal distribution; application to coin-tossing; radioactive decay. In statistics: sampling; normal and other useful distributions; testing of hypotheses; confidence intervals; correlation and regression; applications to scientific, industrial, and financial data.

Math (Undergraduate)
4 credits – 15 Weeks

Sections (Spring 2022)


MATH-UA 235-000 (8384)
01/24/2022 – 05/09/2022 Tue,Thu
9:00 AM – 10:00 AM (Morning)
at Washington Square
Instructed by Cerfon, Antoine


MATH-UA 235-000 (8385)
01/24/2022 – 05/09/2022 Fri
11:00 AM – 12:00 AM (Morning)
at Washington Square
Instructed by Vasantha, Rajashekar


MATH-UA 235-000 (10585)
01/24/2022 – 05/09/2022 Fri
9:00 AM – 10:00 AM (Morning)
at Washington Square
Instructed by Vasantha, Rajashekar


MATH-UA 235-000 (20795)
01/24/2022 – 05/09/2022 Tue,Thu
12:00 AM – 1:00 PM (Early afternoon)
at Washington Square
Instructed by Falconet, Hugo


MATH-UA 235-000 (20796)
01/24/2022 – 05/09/2022 Fri
12:00 AM – 1:00 PM (Early afternoon)
at Washington Square
Instructed by Li, Sixian


MATH-UA 235-000 (20797)
01/24/2022 – 05/09/2022 Fri
11:00 AM – 12:00 AM (Morning)
at Washington Square
Instructed by Li, Sixian


MATH-UA 235-000 (26181)
01/24/2022 – 05/09/2022 Fri
11:00 AM – 12:00 AM (Morning)
at Washington Square
Instructed by Doshi, Jash Tejaskumar

Theory of Probability (MATH-UA 233)

Introduction to the mathematical techniques of random phenomena occurring in the natural, physical, and social sciences. Axioms of mathematical probability, combinatorial analysis, binomial distribution, Poisson and normal approximation, random variables and probability distributions, generating functions, Markov chains, applications.

Math (Undergraduate)
4 credits – 15 Weeks

Sections (Spring 2022)


MATH-UA 233-000 (8695)
01/24/2022 – 05/09/2022 Tue,Thu
3:00 PM – 4:00 PM (Late afternoon)
at Washington Square
Instructed by Tanzi, Matteo


MATH-UA 233-000 (8696)
01/24/2022 – 05/09/2022 Fri
3:00 PM – 4:00 PM (Late afternoon)
at Washington Square
Instructed by Zhang, Linfeng


MATH-UA 233-000 (8885)
01/24/2022 – 05/09/2022 Mon,Wed
2:00 PM – 3:00 PM (Early afternoon)
at Washington Square
Instructed by Leibovich, Matan


MATH-UA 233-000 (9078)
01/24/2022 – 05/09/2022 Fri
2:00 PM – 3:00 PM (Early afternoon)
at Washington Square
Instructed by Wang, Liudeng


MATH-UA 233-000 (10636)
01/24/2022 – 05/09/2022 Tue,Thu
12:00 AM – 1:00 PM (Early afternoon)
at Washington Square
Instructed by Dunlap, Alexander


MATH-UA 233-000 (10638)
01/24/2022 – 05/09/2022 Fri
9:00 AM – 10:00 AM (Morning)
at Washington Square
Instructed by Wang, Liudeng


MATH-UA 233-000 (19808)
01/24/2022 – 05/09/2022 Tue,Thu
8:00 AM – 9:00 AM (Morning)
at Brooklyn Campus
Instructed by Stepp, Elizabeth


MATH-UA 233-000 (19809)
01/24/2022 – 05/09/2022 Fri
9:00 AM – 10:00 AM (Morning)
at Brooklyn Campus
Instructed by Zhang, Linfeng


MATH-UA 233-000 (26180)
01/24/2022 – 05/09/2022 Fri
2:00 PM – 3:00 PM (Early afternoon)
at Washington Square
Instructed by Doshi, Jash Tejaskumar

Mathematical Statistics (MATH-UA 234)

Prerequisite: a grade of C or better in Theory of Probability (MATH-UA 233) or equivalent. Not open to students who have taken Probability and Statistics (MATH-UA 235). Introduction to the mathematical foundations and techniques of modern statistical analysis used in the interpretation of data in quantitative sciences. Mathematical theory of sampling; normal populations and distributions; chi-square, t, and F distributions; hypothesis testing; estimation; confidence intervals; sequential analysis; correlation, regression, and analysis of variance. Applications to the sciences.

Math (Undergraduate)
4 credits – 15 Weeks

Sections (Spring 2022)


MATH-UA 234-000 (8382)
01/24/2022 – 05/09/2022 Tue,Thu
12:00 AM – 1:00 PM (Early afternoon)
at Washington Square
Instructed by Nitzschner, Maximilian


MATH-UA 234-000 (8383)
01/24/2022 – 05/09/2022 Fri
2:00 PM – 3:00 PM (Early afternoon)
at Washington Square
Instructed by Plotkin, Ted


MATH-UA 234-000 (9440)
01/24/2022 – 05/09/2022 Tue,Thu
3:00 PM – 4:00 PM (Late afternoon)
at Washington Square
Instructed by Dies, Erik


MATH-UA 234-000 (9441)
01/24/2022 – 05/09/2022 Fri
3:00 PM – 4:00 PM (Late afternoon)
at Washington Square
Instructed by Plotkin, Ted

Calculus III (MATH-UA 123)

Prerequisite: MATH-UA.0122 with a grade of C or better, departmental placement exam, or permission of the department. Functions of several variables. Vectors in the plane and space. Partial derivatives with applications. Double and triple integrals. Spherical and cylindrical coordinates. Surface and line integrals. Divergence, gradient, and curl. Theorem of Gauss and Stokes.

Math (Undergraduate)
4 credits – 15 Weeks

Sections (Spring 2022)


MATH-UA 123-000 (8378)
01/24/2022 – 05/09/2022 Mon,Wed
8:00 AM – 10:00 AM (Morning)
at Washington Square
Instructed by Normand, Raoul


MATH-UA 123-000 (9179)
01/24/2022 – 05/09/2022 Mon,Wed
12:00 AM – 2:00 PM (Early afternoon)
at Washington Square
Instructed by Ristroph, Leif


MATH-UA 123-000 (9180)
01/24/2022 – 05/09/2022 Tue,Thu
8:00 AM – 10:00 AM (Morning)
at Washington Square
Instructed by Liu, Shizhu


MATH-UA 123-000 (8379)
01/24/2022 – 05/09/2022 Mon,Wed
5:00 PM – 7:00 PM (Late afternoon)
at Washington Square
Instructed by Liu, Shizhu


MATH-UA 123-000 (8380)
01/24/2022 – 05/09/2022 Tue,Thu
12:00 AM – 2:00 PM (Early afternoon)
at Washington Square
Instructed by Leingang, Matthew


MATH-UA 123-000 (24839)
at Washington Square
Instructed by

Linear Algebra (MATH-UA 140)

Systems of linear equations. Gaussian elimination, matrices, determinants, and Cramer?s rule. Vectors, vector spaces, basis and dimension, linear transformations. Eigenvalues, eigenvectors, quadratic forms.

Math (Undergraduate)
4 credits – 15 Weeks

Sections (Spring 2022)


MATH-UA 140-000 (8381)
01/24/2022 – 05/09/2022 Tue,Thu
8:00 AM – 9:00 AM (Morning)
at Washington Square
Instructed by Hammoud, Naima


MATH-UA 140-000 (10125)
01/24/2022 – 05/09/2022 Fri
9:00 AM – 10:00 AM (Morning)
at Washington Square
Instructed by Qi, Sihan


MATH-UA 140-000 (10126)
01/24/2022 – 05/09/2022 Fri
8:00 AM – 9:00 AM (Morning)
at Washington Square
Instructed by Qi, Sihan


MATH-UA 140-000 (10127)
01/24/2022 – 05/09/2022 Fri
3:00 PM – 4:00 PM (Late afternoon)
at Washington Square
Instructed by Li, Jiarui


MATH-UA 140-000 (10128)
01/24/2022 – 05/09/2022 Fri
8:00 AM – 9:00 AM (Morning)
at Washington Square
Instructed by Li, Jiarui


MATH-UA 140-000 (8986)
01/24/2022 – 05/09/2022 Tue,Thu
2:00 PM – 3:00 PM (Early afternoon)
at Washington Square
Instructed by Sia, Charmaine


MATH-UA 140-000 (10129)
01/24/2022 – 05/09/2022 Fri
11:00 AM – 12:00 AM (Morning)
at Washington Square
Instructed by Li, Xuenan


MATH-UA 140-000 (10130)
01/24/2022 – 05/09/2022 Fri
12:00 AM – 1:00 PM (Early afternoon)
at Washington Square
Instructed by Li, Xuenan


MATH-UA 140-000 (10131)
01/24/2022 – 05/09/2022 Fri
8:00 AM – 9:00 AM (Morning)
at Washington Square
Instructed by Kotwal, Adit


MATH-UA 140-000 (10132)
01/24/2022 – 05/09/2022 Fri
3:00 PM – 4:00 PM (Late afternoon)
at Washington Square
Instructed by Kotwal, Adit


MATH-UA 140-000 (10120)
01/24/2022 – 05/09/2022 Mon,Wed
8:00 AM – 9:00 AM (Morning)
at Washington Square
Instructed by Liu, Shizhu


MATH-UA 140-000 (10121)
01/24/2022 – 05/09/2022 Fri
9:00 AM – 10:00 AM (Morning)
at Washington Square
Instructed by Yap, Ted


MATH-UA 140-000 (10122)
01/24/2022 – 05/09/2022 Fri
8:00 AM – 9:00 AM (Morning)
at Washington Square
Instructed by Yap, Ted


MATH-UA 140-000 (10123)
01/24/2022 – 05/09/2022 Fri
3:00 PM – 4:00 PM (Late afternoon)
at Washington Square
Instructed by Stempel, Jordan


MATH-UA 140-000 (10124)
01/24/2022 – 05/09/2022 Fri
11:00 AM – 12:00 AM (Morning)
at Washington Square
Instructed by Frank, Natalie


MATH-UA 140-000 (9777)
01/24/2022 – 05/09/2022 Mon,Wed
9:00 AM – 10:00 AM (Morning)
at Brooklyn Campus
Instructed by Hammoud, Naima


MATH-UA 140-000 (10469)
01/24/2022 – 05/09/2022 Fri
9:00 AM – 10:00 AM (Morning)
at Washington Square
Instructed by Denis, Evan


MATH-UA 140-000 (10468)
01/24/2022 – 05/09/2022 Fri
2:00 PM – 3:00 PM (Early afternoon)
at Washington Square
Instructed by Harrington, Jeremiah

Calculus II (MATH-UA 122)

Techniques of integration. Further applications. Plane analytic geometry. Polar coordinates and parametric equations. Infinite series, including power series.

Math (Undergraduate)
4 credits – 15 Weeks

Sections (Spring 2022)


MATH-UA 122-000 (8373)
01/24/2022 – 05/09/2022 Tue,Thu
12:00 AM – 2:00 PM (Early afternoon)
at Washington Square
Instructed by Sondjaja, Mutiara


MATH-UA 122-000 (8374)
at Washington Square
Instructed by


MATH-UA 122-000 (8375)
01/24/2022 – 05/09/2022 Mon,Wed
10:00 AM – 12:00 AM (Morning)
at Washington Square
Instructed by Shum, Fanny


MATH-UA 122-000 (8376)
01/24/2022 – 05/09/2022 Tue,Thu
10:00 AM – 12:00 AM (Morning)
at Washington Square
Instructed by Sondjaja, Mutiara


MATH-UA 122-000 (8377)
01/24/2022 – 05/09/2022 Tue,Thu
2:00 PM – 4:00 PM (Early afternoon)
at Washington Square
Instructed by Feklistova, Mariya


MATH-UA 122-000 (8677)
01/24/2022 – 05/09/2022 Mon,Wed
2:00 PM – 4:00 PM (Early afternoon)
at Washington Square
Instructed by Feklistova, Mariya


MATH-UA 122-000 (10117)
01/24/2022 – 05/09/2022 Tue,Thu
5:00 PM – 7:00 PM (Late afternoon)
at Washington Square
Instructed by Flek, Ruslan


MATH-UA 122-000 (10118)
01/24/2022 – 05/09/2022 Mon,Wed
12:00 AM – 2:00 PM (Early afternoon)
at Washington Square
Instructed by Shum, Fanny


MATH-UA 122-000 (24841)
01/24/2022 – 05/09/2022 Mon,Wed
8:00 AM – 10:00 AM (Morning)
at Washington Square
Instructed by Kalaycioglu, Selin

Discrete Mathematics (MATH-UA 120)

A first course in discrete mathematics. Sets, algorithms, and induction. Combinatorics. Graphs and trees. Combinatorial circuits. Logic and Boolean algebra.

Math (Undergraduate)
4 credits – 15 Weeks

Sections (Spring 2022)


MATH-UA 120-000 (8370)
01/24/2022 – 05/09/2022 Mon,Wed
8:00 AM – 10:00 AM (Morning)
at Washington Square
Instructed by Sia, Charmaine


MATH-UA 120-000 (8371)
01/24/2022 – 05/09/2022 Tue,Thu
2:00 PM – 4:00 PM (Early afternoon)
at Washington Square
Instructed by Flek, Ruslan


MATH-UA 120-000 (8372)
01/24/2022 – 05/09/2022 Mon,Wed
2:00 PM – 4:00 PM (Early afternoon)
at Washington Square
Instructed by Flek, Ruslan


MATH-UA 120-000 (8694)
01/24/2022 – 05/09/2022 Tue,Thu
8:00 AM – 10:00 AM (Morning)
at Washington Square
Instructed by Chikhany, Ralph


MATH-UA 120-000 (8807)
at Washington Square
Instructed by


MATH-UA 120-000 (8985)
01/24/2022 – 05/09/2022 Mon,Wed
10:00 AM – 12:00 AM (Morning)
at Washington Square
Instructed by Leingang, Matthew


MATH-UA 120-000 (9437)
01/24/2022 – 05/09/2022 Tue,Thu
10:00 AM – 12:00 AM (Morning)
at Washington Square
Instructed by Sanfratello, Andrew


MATH-UA 120-000 (9476)
01/24/2022 – 05/09/2022 Tue,Thu
5:00 PM – 7:00 PM (Late afternoon)
at Washington Square
Instructed by Sanfratello, Andrew


MATH-UA 120-000 (10639)
01/24/2022 – 05/09/2022 Mon,Wed
2:00 PM – 4:00 PM (Early afternoon)
at Washington Square
Instructed by Chikhany, Ralph


MATH-UA 120-000 (24840)
01/24/2022 – 05/09/2022 Mon,Wed
10:00 AM – 12:00 AM (Morning)
at Washington Square
Instructed by Oveys, Hesam


MATH-UA 120-000 (24904)
01/24/2022 – 05/09/2022 Mon,Wed
3:00 PM – 5:00 PM (Late afternoon)
at Washington Square
Instructed by Oveys, Hesam


MATH-UA 120-000 (26350)
01/24/2022 – 05/09/2022 Mon,Wed
10:00 AM – 12:00 AM (Morning)
at Washington Square
Instructed by Clarkson, Corrin


MATH-UA 120-000 (26380)
01/24/2022 – 05/09/2022 Mon,Wed
3:00 PM – 5:00 PM (Late afternoon)
at Washington Square
Instructed by Clarkson, Corrin

Calculus I (MATH-UA 121)

Any one of the following: a score of 670 or higher on the mathematics portion of the SAT, a score of 650 or higher on the SAT Subject Test in Mathematics 1, a score of 650 or higher on the SAT Subject Test in Mathematics 2, an ACT mathematics score of 30 or higher, a score of 3 or higher on the AP Calculus AB exam, an AB subscore of 3 or higher on the AP Calculus BC exam, a score of 3 or higher on the AP Calculus BC exam, a grade of C or higher in Algebra and Calculus (MATH-UA 9), or a passing score on a departmental placement exam. Derivatives, antiderivatives, and integrals of functions of one variable. Applications include graphing, maximizing, and minimizing functions. Definite integrals and the fundamental theorem of calculus. Areas and volumes.

Math (Undergraduate)
4 credits – 15 Weeks

Sections (Spring 2022)


MATH-UA 121-000 (10098)
at Washington Square
Instructed by Kalaycioglu, Selin


MATH-UA 121-000 (10099)
01/24/2022 – 05/09/2022 Fri
8:00 AM – 9:00 AM (Morning)
at Washington Square
Instructed by Saha, Shuvadeep


MATH-UA 121-000 (10100)
01/24/2022 – 05/09/2022 Fri
9:00 AM – 10:00 AM (Morning)
at Washington Square
Instructed by Saha, Shuvadeep


MATH-UA 121-000 (20793)
01/24/2022 – 05/09/2022 Fri
8:00 AM – 9:00 AM (Morning)
at Washington Square
Instructed by Patki, Sarvesh


MATH-UA 121-000 (20794)
01/24/2022 – 05/09/2022 Fri
9:00 AM – 10:00 AM (Morning)
at Washington Square
Instructed by Patki, Sarvesh


MATH-UA 121-000 (10102)
01/24/2022 – 05/09/2022 Tue,Thu
3:00 PM – 4:00 PM (Late afternoon)
at Washington Square
Instructed by Foster, Joseph


MATH-UA 121-000 (10103)
01/24/2022 – 05/09/2022 Fri
11:00 AM – 12:00 AM (Morning)
at Washington Square
Instructed by D’Agostino, Marina


MATH-UA 121-000 (10104)
01/24/2022 – 05/09/2022 Fri
2:00 PM – 3:00 PM (Early afternoon)
at Washington Square
Instructed by D’Agostino, Marina


MATH-UA 121-000 (10105)
01/24/2022 – 05/09/2022 Fri
11:00 AM – 12:00 AM (Morning)
at Washington Square
Instructed by Salha, Fatima


MATH-UA 121-000 (10106)
01/24/2022 – 05/09/2022 Fri
3:00 PM – 4:00 PM (Late afternoon)
at Washington Square
Instructed by Salha, Fatima


MATH-UA 121-000 (10107)
01/24/2022 – 05/09/2022 Mon,Wed
2:00 PM – 3:00 PM (Early afternoon)
at Washington Square
Instructed by Sia, Charmaine


MATH-UA 121-000 (10108)
01/24/2022 – 05/09/2022 Thu
8:00 AM – 9:00 AM (Morning)
at Washington Square
Instructed by Vasantha, Rajashekar


MATH-UA 121-000 (10109)
01/24/2022 – 05/09/2022 Tue
8:00 AM – 9:00 AM (Morning)
at Washington Square
Instructed by Star, Zachary


MATH-UA 121-000 (10110)
01/24/2022 – 05/09/2022 Thu
9:00 AM – 10:00 AM (Morning)
at Washington Square
Instructed by Vasantha, Rajashekar


MATH-UA 121-000 (10111)
01/24/2022 – 05/09/2022 Tue
2:00 PM – 3:00 PM (Early afternoon)
at Washington Square
Instructed by Star, Zachary


MATH-UA 121-000 (10112)
01/24/2022 – 05/09/2022 Tue,Thu
12:00 AM – 1:00 PM (Early afternoon)
at Washington Square
Instructed by Foster, Joseph


MATH-UA 121-000 (10113)
01/24/2022 – 05/09/2022 Tue
3:00 PM – 4:00 PM (Late afternoon)
at Washington Square
Instructed by Cortes, Julian


MATH-UA 121-000 (10114)
01/24/2022 – 05/09/2022 Tue
4:00 PM – 6:00 PM (Late afternoon)
at Washington Square
Instructed by Cortes, Julian


MATH-UA 121-000 (10115)
01/24/2022 – 05/09/2022 Thu
3:00 PM – 4:00 PM (Late afternoon)
at Washington Square
Instructed by Gangan, Pradyuman


MATH-UA 121-000 (10116)
01/24/2022 – 05/09/2022 Thu
4:00 PM – 6:00 PM (Late afternoon)
at Washington Square
Instructed by Gangan, Pradyuman

Algebra and Calculus (MATH-UA 9)

Prerequisite: Three years of high school math or permission of the department. An intensive course in intermediate algebra and trigonometry. Topics include algebraic, exponential, logarithmic, and trigonometric functions and their graphs.

Math (Undergraduate)
4 credits – 15 Weeks

Sections (Spring 2022)


MATH-UA 9-000 (8365)
01/24/2022 – 05/09/2022 Tue,Thu
4:00 PM – 6:00 PM (Late afternoon)
at Washington Square
Instructed by Foster, Joseph


MATH-UA 9-000 (8366)
01/24/2022 – 05/09/2022 Fri
8:00 AM – 9:00 AM (Morning)
at Washington Square
Instructed by Zhou, Haosheng


MATH-UA 9-000 (8367)
01/24/2022 – 05/09/2022 Fri
12:00 AM – 1:00 PM (Early afternoon)
at Washington Square
Instructed by Zhou, Haosheng


MATH-UA 9-000 (8368)
01/24/2022 – 05/09/2022 Fri
11:00 AM – 12:00 AM (Morning)
at Washington Square
Instructed by Sivakumar, Pranav Kamesh


MATH-UA 9-000 (8369)
01/24/2022 – 05/09/2022 Fri
12:00 AM – 1:00 PM (Early afternoon)
at Washington Square
Instructed by Sivakumar, Pranav Kamesh

Dynamics (ME-UY 3223)

The course explores three-dimensional treatment of the kinematics of particles and rigid bodies using various coordinate systems, Newton’s laws, work, energy, impulse, momentum, conservative force fields, impact and rotation and plane motion of rigid bodies. | Prerequisite for Brooklyn Students: ME-UY 2213 | Prerequisite for Abu Dhabi Students: ENGR-UH 2011

Mechanical Engineering (Undergraduate)
3 credits – 14 Weeks

Sections (Fall 2023)


ME-UY 3223-000 (14918)
09/05/2023 – 12/15/2023 Tue,Thu
9:00 AM – 10:00 AM (Morning)
at Brooklyn Campus
Instructed by


ME-UY 3223-000 (15064)
09/05/2023 – 12/15/2023 Mon,Wed
3:00 PM – 4:00 PM (Late afternoon)
at Brooklyn Campus
Instructed by

Statistics for The Behavioral Sciences (PSYCH-UA 10)

Bauer. Offered every semester. 4 points. Students gain familiarity with data description, variance and variability, significance tests, confidence bounds, and linear regression, among other topics. Students work on psychological data sets, learn approaches to statistical prediction, and learn to interpret results from randomized experiments.

Psychology (Undergraduate)
4 credits – 15 Weeks

Sections (Fall 2021)


PSYCH-UA 10-000 (8659)
09/02/2021 – 12/14/2021 Mon,Wed
9:00 AM – 10:00 AM (Morning)
at Washington Square
Instructed by Bauer, Elizabeth


PSYCH-UA 10-000 (8660)
09/02/2021 – 12/14/2021 Mon
11:00 AM – 12:00 AM (Morning)
at Washington Square
Instructed by Zuo, Shimiao


PSYCH-UA 10-000 (8661)
09/02/2021 – 12/14/2021 Mon
12:00 AM – 1:00 PM (Early afternoon)
at Washington Square
Instructed by Zhang, Wenze


PSYCH-UA 10-000 (8662)
09/02/2021 – 12/14/2021 Tue
8:00 AM – 9:00 AM (Morning)
at Washington Square
Instructed by Zuo, Shimiao


PSYCH-UA 10-000 (8663)
09/02/2021 – 12/14/2021 Wed
12:00 AM – 1:00 PM (Early afternoon)
at Washington Square
Instructed by Gao, Stan


PSYCH-UA 10-000 (8664)
09/02/2021 – 12/14/2021 Wed
2:00 PM – 3:00 PM (Early afternoon)
at Washington Square
Instructed by Gao, Stan


PSYCH-UA 10-000 (8665)
09/02/2021 – 12/14/2021 Tue,Thu
9:00 AM – 10:00 AM (Morning)
at Washington Square
Instructed by Bauer, Elizabeth


PSYCH-UA 10-000 (8666)
09/02/2021 – 12/14/2021 Tue
11:00 AM – 12:00 AM (Morning)
at Washington Square
Instructed by Glinton, Kristen


PSYCH-UA 10-000 (8667)
09/02/2021 – 12/14/2021 Tue
12:00 AM – 1:00 PM (Early afternoon)
at Washington Square
Instructed by Glinton, Kristen


PSYCH-UA 10-000 (8668)
09/02/2021 – 12/14/2021 Thu
11:00 AM – 12:00 AM (Morning)
at Washington Square
Instructed by Parihar, Sushmeena


PSYCH-UA 10-000 (8669)
09/02/2021 – 12/14/2021 Thu
12:00 AM – 1:00 PM (Early afternoon)
at Washington Square
Instructed by Parihar, Sushmeena


PSYCH-UA 10-000 (8670)
09/02/2021 – 12/14/2021 Thu
4:00 PM – 6:00 PM (Late afternoon)
at Washington Square
Instructed by Yang, Judy


PSYCH-UA 10-000 (26969)
09/02/2021 – 12/14/2021 Mon
11:00 AM – 12:00 AM (Morning)
at Washington Square
Instructed by Zhang, Wenze


PSYCH-UA 10-000 (27040)
09/02/2021 – 12/14/2021 Thu
2:00 PM – 3:00 PM (Early afternoon)
at Washington Square
Instructed by Yang, Judy

Statistics (P) (ECON-UA 18)

Topics: descriptive statistics; introduction to probability; sampling; statistical inferences concerning means, standard deviations, and proportions; analysis of variance; linear regressions; and correlation. Laboratory periods cover sample problems drawn primarily from economics. Meets three times a week, plus a lab session.

Economics (Undergraduate)
4 credits – 15 Weeks

Sections (Spring 2022)


ECON-UA 18-000 (8009)
01/24/2022 – 05/09/2022 Mon,Wed
12:00 AM – 1:00 PM (Early afternoon)
at Washington Square
Instructed by Roeper, Timothy · Gao, Jieyi · Sonthalia, Harsh


ECON-UA 18-000 (8010)
01/24/2022 – 05/09/2022 Fri
8:00 AM – 9:00 AM (Morning)
at Washington Square
Instructed by Sonthalia, Harsh


ECON-UA 18-000 (10244)
01/24/2022 – 05/09/2022 Fri
11:00 AM – 12:00 AM (Morning)
at Washington Square
Instructed by Sonthalia, Harsh


ECON-UA 18-000 (8011)
01/24/2022 – 05/09/2022 Fri
3:00 PM – 4:00 PM (Late afternoon)
at Washington Square
Instructed by Gao, Jieyi


ECON-UA 18-000 (8012)
01/24/2022 – 05/09/2022 Fri
4:00 PM – 6:00 PM (Late afternoon)
at Washington Square
Instructed by Gao, Jieyi


ECON-UA 18-000 (8013)
01/24/2022 – 05/09/2022 Tue,Thu
4:00 PM – 6:00 PM (Late afternoon)
at Washington Square
Instructed by shachmurove, Yochanan · Shrivastava, Isha · Lodha, Rakshit


ECON-UA 18-000 (8014)
01/24/2022 – 05/09/2022 Fri
12:00 AM – 1:00 PM (Early afternoon)
at Washington Square
Instructed by Shrivastava, Isha


ECON-UA 18-000 (8015)
01/24/2022 – 05/09/2022 Fri
2:00 PM – 3:00 PM (Early afternoon)
at Washington Square
Instructed by Shrivastava, Isha


ECON-UA 18-000 (8016)
01/24/2022 – 05/09/2022 Fri
3:00 PM – 4:00 PM (Late afternoon)
at Washington Square
Instructed by Lodha, Rakshit


ECON-UA 18-000 (8017)
01/24/2022 – 05/09/2022 Tue,Thu
9:00 AM – 10:00 AM (Morning)
at Washington Square
Instructed by Fan, Xiaochen · Lu, Yucheng · Crema, Angela


ECON-UA 18-000 (8018)
01/24/2022 – 05/09/2022 Fri
2:00 PM – 3:00 PM (Early afternoon)
at Washington Square
Instructed by Crema, Angela


ECON-UA 18-000 (8019)
01/24/2022 – 05/09/2022 Fri
3:00 PM – 4:00 PM (Late afternoon)
at Washington Square
Instructed by Lu, Yucheng


ECON-UA 18-000 (8020)
01/24/2022 – 05/09/2022 Fri
4:00 PM – 6:00 PM (Late afternoon)
at Washington Square
Instructed by Lu, Yucheng

Patterns in Language (LING-UA 6)

Can machines think? Do patterns in online searches predict the spread of the flu? Did Shakespeare really write that sonnet? Scientists use patterns in language to answer these questions, using the same concepts that underlie search engines, automatic translators, speech recognition, spell-checkers, and auto-correction tools. Focuses on the technological and linguistic ideas behind these applications and offers hands-on experience and insight into how they work. No programming experience required.

Linguistics (Undergraduate)
4 credits – 15 Weeks

Introduction to Computer Programming (No Prior Experience) (CSCI-UA 2)

Prerequisite: Three years of high school mathematics or equivalent. No prior computer experience assumed. Students with any programming experience should consult with the computer science department before registering. Students who have taken or are taking CSCI-UA 101 will not receive credit for this course. Note: This course is not intended for computer science majors, although it is a prerequisite for students with no previous programming experience who want to continue in CSCI-UA 101. Offered every semester. 4 points. An introduction to the fundamentals of computer programming, which is the foundation of Computer Science. Students design, write and debug computer programs. No knowledge of programming is assumed.

Computer Science (Undergraduate)
4 credits – 15 Weeks

Sections (Spring 2022)


CSCI-UA 2-000 (7802)
01/24/2022 – 05/09/2022 Mon,Wed
8:00 AM – 9:00 AM (Morning)
at Washington Square
Instructed by Steigman, Amanda


CSCI-UA 2-000 (9106)
01/24/2022 – 05/09/2022 Tue,Thu
8:00 AM – 9:00 AM (Morning)
at Washington Square
Instructed by Liao, Susan


CSCI-UA 2-000 (7803)
01/24/2022 – 05/09/2022 Mon,Wed
9:00 AM – 10:00 AM (Morning)
at Washington Square
Instructed by Kapp, Craig · Huh, Jung · Rozin, Yonatan


CSCI-UA 2-000 (7804)
01/24/2022 – 05/09/2022 Tue,Thu
9:00 AM – 10:00 AM (Morning)
at Washington Square
Instructed by Kapp, Craig


CSCI-UA 2-000 (7805)
01/24/2022 – 05/09/2022 Mon,Wed
11:00 AM – 12:00 AM (Morning)
at Washington Square
Instructed by Zeidenberg, Matthew


CSCI-UA 2-000 (8686)
01/24/2022 – 05/09/2022 Tue,Thu
11:00 AM – 12:00 AM (Morning)
at Washington Square
Instructed by Lizardo, Julie


CSCI-UA 2-000 (9902)
01/24/2022 – 05/09/2022 Mon,Wed
12:00 AM – 1:00 PM (Early afternoon)
at Washington Square
Instructed by Prager, David


CSCI-UA 2-000 (9107)
01/24/2022 – 05/09/2022 Tue,Thu
12:00 AM – 1:00 PM (Early afternoon)
at Washington Square
Instructed by Clayton, Joshua


CSCI-UA 2-000 (8904)
01/24/2022 – 05/09/2022 Mon,Wed
2:00 PM – 3:00 PM (Early afternoon)
at Washington Square
Instructed by Zhao, Emily


CSCI-UA 2-000 (9324)
01/24/2022 – 05/09/2022 Tue,Thu
2:00 PM – 3:00 PM (Early afternoon)
at Washington Square
Instructed by Lgarch, Saadia


CSCI-UA 2-000 (9528)
01/24/2022 – 05/09/2022 Mon,Wed
3:00 PM – 4:00 PM (Late afternoon)
at Washington Square
Instructed by Zeidenberg, Matthew


CSCI-UA 2-000 (9725)
01/24/2022 – 05/09/2022 Tue,Thu
4:00 PM – 6:00 PM (Late afternoon)
at Washington Square
Instructed by Tyson, Na’’im


CSCI-UA 2-000 (20825)
01/24/2022 – 05/09/2022 Tue,Thu
6:00 PM – 7:00 PM (Evening)
at Washington Square
Instructed by Cardona, Michell

Carpe Datum: Data Science for Life’s Big Questions (APSTA-UE 25)

How many types of people are there? When and how will you die? Will you make money? Is the system fair? This fully online course introduces students to topics in data science, probability, and statistics through big life questions. Students learn to code in the R language and use simulation-based methods rather than equations for inference. Liberal Arts Core/CORE Equiv – Satisfies Quantitative Reasoning for some programs; check with your Academic Advisor

Applied Statistics (Undergraduate)
4 credits – 15 Weeks

Sections (Spring 2022)


APSTA-UE 25-000 (12866)
at Washington Square
Instructed by

Intro to Computer Science (CSCI-UA 101)

Students learn how to design algorithms to solve problems and how to translate these algorithms into working computer programs. Experience is acquired through programming projects in a high level programming language. CSCI-UA 101 is intended as a first course for computer science majors, and for students of other scientific disciplines. Programming assignments.

Computer Science (Undergraduate)
4 credits – 15 Weeks

Sections (Spring 2022)


CSCI-UA 101-000 (7809)
01/24/2022 – 05/09/2022 Mon,Wed
8:00 AM – 9:00 AM (Morning)
at Washington Square
Instructed by Nassar, Nader


CSCI-UA 101-000 (7810)
01/24/2022 – 05/09/2022 Tue,Thu
8:00 AM – 9:00 AM (Morning)
at Washington Square
Instructed by Ataman, Duygu


CSCI-UA 101-000 (9108)
01/24/2022 – 05/09/2022 Tue,Thu
11:00 AM – 12:00 AM (Morning)
at Washington Square
Instructed by Bari, Anasse · Davidson, Christopher


CSCI-UA 101-000 (7811)
01/24/2022 – 05/09/2022 Mon,Wed
12:00 AM – 1:00 PM (Early afternoon)
at Washington Square
Instructed by Cabo, Candido


CSCI-UA 101-000 (8688)
01/24/2022 – 05/09/2022 Tue,Thu
12:00 AM – 1:00 PM (Early afternoon)
at Washington Square
Instructed by Kayar, Gizem


CSCI-UA 101-000 (8882)
01/24/2022 – 05/09/2022 Mon,Wed
2:00 PM – 3:00 PM (Early afternoon)
at Washington Square
Instructed by Locklear, Hilbert


CSCI-UA 101-000 (9325)
01/24/2022 – 05/09/2022 Tue,Thu
2:00 PM – 3:00 PM (Early afternoon)
at Washington Square
Instructed by Bloomberg, Amos


CSCI-UA 101-000 (9905)
01/24/2022 – 05/09/2022 Mon,Wed
3:00 PM – 4:00 PM (Late afternoon)
at Washington Square
Instructed by Locklear, Hilbert


CSCI-UA 101-000 (20827)
01/24/2022 – 05/09/2022 Tue,Thu
3:00 PM – 4:00 PM (Late afternoon)
at Washington Square
Instructed by Ataman, Duygu


CSCI-UA 101-000 (26001)
01/24/2022 – 05/09/2022 Mon,Wed
11:00 AM – 12:00 AM (Morning)
at Washington Square
Instructed by Kayar, Gizem

Basic Practice of Statistics for Social Science (MA-UY 2414)

We are inundated by data, but data alone do not translate into useful information. Statistics provides the means for organizing, summarizing, and therefore better analyzing data so that we can understand what the data tell us about critical questions. If one collects data then understanding how to use statistical methods is critical, but it is also necessary to understand and interpret all the information we consume on a daily basis. This course provides these basic statistical approaches and techniques. This course may not be acceptable as a substitute for any other Probability and Statistics course. For Sustainable Urban Environments (SUE) students, please see your advisor. Note: This course does not count towards degree if student has already taken MA-UY 2224 or MA-UY 2054.

Mathematics (Undergraduate)
4 credits – 15 Weeks

Sections (Spring 2023)


MA-UY 2414-000 (15974)
01/23/2023 – 05/08/2023 Tue,Thu
4:00 PM – 5:00 PM (Late afternoon)
at Brooklyn Campus
Instructed by Spizzirri, Nicholas

APPLIED PARTIAL DIFFERENTIAL EQUATIONS (MA-UY 4414)

This course gives an overview of PDEs that occur commonly in the physical sciences with applications in heat flow, wave propagation, and fluid flow. Analytical as well as some numerical solution techniques will be covered, with a focus on applications rather than analysis. | Prerequisites: MA-UY 2034 or MA-UY 4204 or MA-UY 4214

Mathematics (Undergraduate)
4 credits – 15 Weeks

Sections (Spring 2023)


MA-UY 4414-000 (16617)
01/23/2023 – 05/08/2023 Tue,Thu
2:00 PM – 3:00 PM (Early afternoon)
at Washington Square
Instructed by Buhler, Oliver


MA-UY 4414-000 (16618)
01/23/2023 – 05/08/2023 Fri
2:00 PM – 3:00 PM (Early afternoon)
at Washington Square
Instructed by


MA-UY 4414-000 (16730)
01/23/2023 – 05/08/2023 Tue,Thu
9:00 AM – 10:00 AM (Morning)
at Brooklyn Campus
Instructed by


MA-UY 4414-000 (16731)
01/23/2023 – 05/08/2023 Fri
8:00 AM – 9:00 AM (Morning)
at Brooklyn Campus
Instructed by

Applied Analysis (MA-UY 4614)

Limits of real and complex sequences and series; topology of metric spaces; continuity and differentiability of functions; definition, properties, and approximations of Riemann integrals; convergence of sequences and series of functions; Fourier series and other orthogonal systems of functions, approximations theorems. | Prerequisites: MA-UY 2114 and (MA-UY 2034 or MA-UY 3034 or MA-UY 3044 or MA-UY 3054).

Mathematics (Undergraduate)
4 credits – 15 Weeks

Sections (Fall 2020)


MA-UY 4614-000 (17674)
09/02/2020 – 12/13/2020 Mon,Wed
2:00 PM – 3:00 PM (Early afternoon)
at Brooklyn Campus
Instructed by


MA-UY 4614-000 (17926)
09/02/2020 – 12/13/2020 Fri
2:00 PM – 3:00 PM (Early afternoon)
at Brooklyn Campus
Instructed by

Calculus II for Engineers (MA-UY 1124)

This course covers techniques of integration, introduction to ordinary differential equations, improper integrals, numerical methods of integration, applications of integration, sequences, series, power series, approximations of functions via Taylor polynomials, Taylor series, functions of two variables, graphs of functions of two variables, contour diagrams, linear functions, functions of three variables. MA-UY 1424 is for students who wish to take MA-UY 1124 but need more review of precalculus. MA-UY 1424 covers the same material as MA-UY 1124 but with more contact hours per week, incorporating a full discussion of the required precalculus topics. | Prerequisites: MA-UY 1022 (with a grade of B or better) or MA-UY 1024 or MA-UY 1324 (with a grade of B or better). | Corequisite: EX-UY 1.

Mathematics (Undergraduate)
4 credits – 6 Weeks

Sections (Summer 2023)


MA-UY 1124-000 (3612)
05/22/2023 – 07/05/2023 Mon,Tue,Thu
8:00 AM – 11:00 AM (Morning)
at Brooklyn Campus
Instructed by


MA-UY 1124-000 (3637)
07/06/2023 – 08/16/2023 Mon,Tue,Thu
9:00 AM – 12:00 AM (Morning)
at Brooklyn Campus
Instructed by


MA-UY 1124-000 (3615)
07/06/2023 – 08/16/2023 Mon,Tue,Thu
9:00 AM – 12:00 AM (Morning)
at Brooklyn Campus
Instructed by

Integrated Calculus I for Engineers (MA-UY 1324)

This course covers: Library of Functions, functions of one variable. Limits, derivatives of functions defined by graphs, tables and formulas, differentiation rules for power, polynomial, exponential and logarithmic functions, derivatives of trigonometric functions, the product and quotient rules, the chain rule, applications of the chain rule, maxima and minima, optimization. The definite integral, the Fundamental Theorem of Calculus and interpretations, theorems about definite integrals, anti-derivatives. MA-UY 1324 is for students who wish to take MA-UY 1024 but need more review of precalculus. MA-UY 1324 covers the same material as MA-UY 1024 but with more contact hours per week, incorporating a full discussion of the required precalculus topics. | Prerequisite: Placement Exam or MA-UY 912 or MA-UY 914. Corequisite: EX-UY 1.

Mathematics (Undergraduate)
4 credits – 6 Weeks

Sections (Summer 2023)


MA-UY 1324-000 (3613)
05/22/2023 – 07/05/2023 Mon,Tue,Thu
8:00 AM – 1:00 PM (Morning)
at Brooklyn Campus
Instructed by

Integrated Calculus II for Engineers (MA-UY 1424)

This course MA-UY 1424 is for students who wish to take MA-UY 1124 but need more review of precalculus. MA-UY 1424 covers the same material as MA-UY 1124 but with more contact hours a week, incorporating a full discussion of the required precalculus topics. | Prerequisites: MA-UY 1022 or MA-UY 1024 or MA-UY 1324. Note: credit for this course may be used to satisfy the minimum credit requirement for graduation. Corequisite: EX-UY 1

Mathematics (Undergraduate)
4 credits – 6 Weeks

Sections (Summer 2023)


MA-UY 1424-000 (3635)
05/22/2023 – 07/05/2023 Mon,Tue,Thu
8:00 AM – 1:00 PM (Morning)
at Brooklyn Campus
Instructed by


MA-UY 1424-000 (3636)
07/06/2023 – 08/16/2023 Mon,Tue,Thu
9:00 AM – 1:00 PM (Morning)
at Brooklyn Campus
Instructed by

HONORS CALCULUS III (MA-UY 2514)

Similar to MA-UY 2114 Calculus III, but at a faster pace and deeper level. Functions of several variables. Vectors in the plane and space. Partial derivatives with applications, especially Lagrange multipliers. Double and triple integrals. Spherical and cylindrical coordinates. Surface and line integrals. Divergence, gradient, and curl. Theorem of Gauss and Stokes. Students pursuing an honors mathematics degree are especially encouraged to consider this course. Prerequisite: (MA-UY 1124 or MA-UY 1424) with a grade of A- or better OR a 5 on the AP Calculus BC Exam and Department Permission. Anti-requisite: MA-UY 2114

Mathematics (Undergraduate)
4 credits – 15 Weeks

Sections (Spring 2023)


MA-UY 2514-000 (16541)
01/23/2023 – 05/08/2023 Tue,Thu
12:00 AM – 2:00 PM (Early afternoon)
at Washington Square
Instructed by

Precalculus for Engineers (MA-UY 914)

This course covers: foundations of algebra, exponents, multiplication of algebraic expressions, factoring algebraic expressions, working with algebraic fractions, proportionality, rates of change, equations of lines, completing squares, the quadratic formula, solving equations, systems of linear equations, inequalities, domain and range of functions, exponential and logarithmic functions, compositions of functions, transformations of functions, right triangles, trigonometry of triangles.| Prerequisite: placement exam. Note: credit for this course may not be used to satisfy the minimum credit requirement for graduation. Corequisite: EX-UY 1

Mathematics (Undergraduate)
4 credits – 15 Weeks

Sections (Fall 2020)


MA-UY 914-000 (17134)
09/02/2020 – 12/13/2020 Mon,Wed
8:00 AM – 10:00 AM (Morning)
at Brooklyn Campus
Instructed by


MA-UY 914-000 (17135)
09/02/2020 – 12/13/2020 Tue,Thu
2:00 PM – 4:00 PM (Early afternoon)
at Brooklyn Campus
Instructed by


MA-UY 914-000 (17532)
09/02/2020 – 12/13/2020 Mon,Wed
11:00 AM – 1:00 PM (Morning)
at Brooklyn Campus
Instructed by


MA-UY 914-000 (17668)
09/02/2020 – 12/13/2020 Tue,Thu
5:00 PM – 7:00 PM (Late afternoon)
at Brooklyn Campus
Instructed by

Calculus I for Engineers (MA-UY 1024)

This course covers: Library of Functions, functions of one variable. Limits, derivatives of functions defined by graphs, tables and formulas, differentiation rules for power, polynomial, exponential and logarithmic functions, derivatives of trigonometric functions, the product and quotient rules, the chain rule, applications of the chain rule, maxima and minima, optimization. The definite integral, the Fundamental Theorem of Calculus and interpretations, theorems about definite integrals, anti-derivatives. MA-UY 1324 is for students who wish to take MA-UY 1024 but need more review of precalculus. MA-UY 1324 covers the same material as MA-UY 1024 but with more contact hours per week, incorporating a full discussion of the required precalculus topics. | Prerequisite: Placement Exam or MA-UY 912 or MA-UY 914 (with a grade of B or better). Corequisite: EX-UY 1

Mathematics (Undergraduate)
4 credits – 6 Weeks

Sections (Summer 2023)


MA-UY 1024-000 (3643)
05/22/2023 – 07/05/2023 Mon,Tue,Thu
8:00 AM – 11:00 AM (Morning)
at Brooklyn Campus
Instructed by

Combinatorics (MA-UY 4314)

Techniques for counting and enumeration including generating functions, the principle of inclusion and exclusion, and Polya counting. Graph theory. Modern algorithms and data structures for graph-theoretic problems. | Prerequisite: C or better in MA-UY 1124, MA-UY 1424 or MA-UY 1132

Mathematics (Undergraduate)
4 credits – 15 Weeks

Sections (Spring 2023)


MA-UY 4314-000 (16175)
01/23/2023 – 05/08/2023 Mon,Wed
3:00 PM – 4:00 PM (Late afternoon)
at Washington Square
Instructed by Bogomolov, Fedor


MA-UY 4314-000 (16176)
01/23/2023 – 05/08/2023 Fri
3:00 PM – 4:00 PM (Late afternoon)
at Washington Square
Instructed by

APPLIED PROBABILITY (MA-UY 3014)

An introduction to the mathematical treatment of random phenomena occurring in the natural, physical, and social sciences. Axioms of mathematical probability, combinatorial analysis, binomial distribution, Poisson and normal approximation, random variables and probability distributions, generating functions, the Central Limit Theorem and Laws of Large Numbers, Markov Chains, and basic stochastic processes. Note: Not open to students who have taken MA-UY 2224, MA-UY 2233, ECE-UY 2233 or MA-UY 3022 | Prerequisite: A grade of C or better in (MA-UY 2114 or MA-UY 2514) and (MA-UY 2034 or MA-UY 3034 or MA-UY 3044 or MA-UY 3054).

Mathematics (Undergraduate)
4 credits – 6 Weeks

Sections (Summer 2023)


MA-UY 3014-000 (3661)
05/22/2023 – 07/05/2023 Mon,Tue,Wed,Thu
2:00 PM – 4:00 PM (Early afternoon)
at Washington Square
Instructed by

MATHEMATICS OF FINANCE (MA-UY 4324)

Introduction to the mathematics of finance. Topics include: Linear programming with application pricing and quadratic. Interest rates and present value. Basic probability: random walks, central limit theorem, Brownian motion, lognormal model of stock prices. Black-Scholes theory of options. Dynamic programming with application to portfolio optimization. | Prerequisites: A grade of C or better in (MA-UY 2114 or MA-UY 2514) and a grade of C or better in (MA-UY 2054 or MA-UY 2224 or MA-UY 2233 or MA-UY 2414 or MA-UY 3014 or MA-UY 3022 or MA-UY 3514 or MA-UY 4114).

Mathematics (Undergraduate)
4 credits – 15 Weeks

Sections (Spring 2023)


MA-UY 4324-000 (16280)
01/23/2023 – 05/08/2023 Tue,Thu
4:00 PM – 6:00 PM (Late afternoon)
at Washington Square
Instructed by Sadr, Amir


MA-UY 4324-000 (16281)
01/23/2023 – 05/08/2023 Fri
9:00 AM – 10:00 AM (Morning)
at Washington Square
Instructed by


MA-UY 4324-000 (16612)
01/23/2023 – 05/08/2023 Fri
2:00 PM – 3:00 PM (Early afternoon)
at Washington Square
Instructed by


MA-UY 4324-000 (16539)
01/23/2023 – 05/08/2023 Mon,Wed
6:00 PM – 7:00 PM (Evening)
at Washington Square
Instructed by Cerniglia, Joseph


MA-UY 4324-000 (16540)
01/23/2023 – 05/08/2023 Fri
12:00 AM – 1:00 PM (Early afternoon)
at Washington Square
Instructed by


MA-UY 4324-000 (16613)
01/23/2023 – 05/08/2023 Fri
11:00 AM – 12:00 AM (Morning)
at Washington Square
Instructed by

HONORS ANALYSIS I (MA-UY 4644)

This is an introduction to the rigorous treatment of the foundations of real analysis in one variable. It is based entirely on proofs. Students are expected to know what a mathematical proof is and are also expected to be able to read a proof before taking this class. Topics include: properties of the real number system, sequences, continuous functions, topology of the real line, compactness, derivatives, the Riemann integral, sequences of functions, uniform convergence, infinite series and Fourier series. Additional topics may include: Lebesgue measure and integral on the real line, metric spaces, and analysis on metric spaces. | Prerequisites: A grade of B or better in (MA-UY 2114 or MA-UY 2514) and (MA-UY 3044 or MA-UY 3054 or MA-UY 3034 or MA-UY 3113).

Mathematics (Undergraduate)
4 credits – 15 Weeks

Sections (Spring 2023)


MA-UY 4644-000 (16356)
01/23/2023 – 05/08/2023 Mon,Wed
9:00 AM – 10:00 AM (Morning)
at Washington Square
Instructed by Cheeger, Jeff


MA-UY 4644-000 (16357)
01/23/2023 – 05/08/2023 Fri
9:00 AM – 10:00 AM (Morning)
at Washington Square
Instructed by

Ordinary Diff Equations (MA-UY 4204)

A first course in ordinary differential equations, including analytical solution methods, elementary numerical methods, and modeling. Topics to be covered include: first-order equations including integrating factors; second-order equations including variation of parameters; series solutions; elementary numerical methods including Euler’s methods, Runge-Kutta methods, and error analysis; Laplace transforms; systems of linear equations; boundary-value problems. Restricted to Tandon math majors and students with a permission code from the math department. Fulfills ordinary differential equations requirement for the BS Math degree. | Prerequisites: C or better in (MA-UY 2114 or MA-UY 2514 or MATH-UH 1020 or MATH-UH 1021 or MATH-SHU 151) and (MA-UY 3044 or MA-UY 3054 or MA-UY 3113 or MATH-UH 1022 or MATH-SHU 140 or MATH-SHU 141). Note: Not open to students who have taken MA-UY 2034 or MA-UY 4254

Mathematics (Undergraduate)
4 credits – 15 Weeks

Sections (Spring 2023)


MA-UY 4204-000 (16167)
01/23/2023 – 05/08/2023 Mon,Wed
9:00 AM – 10:00 AM (Morning)
at Washington Square
Instructed by Vicol, Vlad


MA-UY 4204-000 (16168)
01/23/2023 – 05/08/2023 Fri
9:00 AM – 10:00 AM (Morning)
at Washington Square
Instructed by


MA-UY 4204-000 (16169)
01/23/2023 – 05/08/2023 Mon,Wed
2:00 PM – 3:00 PM (Early afternoon)
at Washington Square
Instructed by


MA-UY 4204-000 (16170)
01/23/2023 – 05/08/2023 Fri
2:00 PM – 3:00 PM (Early afternoon)
at Washington Square
Instructed by


MA-UY 4204-000 (16379)
01/23/2023 – 05/08/2023 Mon,Wed
11:00 AM – 12:00 AM (Morning)
at Brooklyn Campus
Instructed by


MA-UY 4204-000 (16380)
01/23/2023 – 05/08/2023 Fri
9:00 AM – 10:00 AM (Morning)
at Brooklyn Campus
Instructed by

Algebra (MA-UY 4044)

Introduction to abstract algebraic structures, including groups, rings, and fields. Sets and relations. Congruences and unique factorization of integers. Groups, permutation groups, homomorphisms and quotient groups. Rings and quotient rings, Euclidean rings, polynomial rings. Fields, finite extensions. | Prerequisites: C or better in MA-UY 4614 and (MA-UY 3113, MA-UY 3044 or MA-UY 3054) ; or instructor permission. Note: Cannot receive credit for both MA-UY 4044 and MA-UY 4054.

Mathematics (Undergraduate)
4 credits – 15 Weeks

Sections (Spring 2023)


MA-UY 4044-000 (16163)
01/23/2023 – 05/08/2023 Tue,Thu
11:00 AM – 12:00 AM (Morning)
at Washington Square
Instructed by Pang, Liming


MA-UY 4044-000 (16164)
01/23/2023 – 05/08/2023 Fri
9:00 AM – 10:00 AM (Morning)
at Washington Square
Instructed by


MA-UY 4044-000 (16165)
01/23/2023 – 05/08/2023 Mon,Wed
12:00 AM – 1:00 PM (Early afternoon)
at Washington Square
Instructed by Pirutka, Alena


MA-UY 4044-000 (16166)
01/23/2023 – 05/08/2023 Fri
12:00 AM – 1:00 PM (Early afternoon)
at Washington Square
Instructed by

Honors Algebra I (MA-UY 4054)

Introduction to abstract algebraic structures, including groups, rings, and fields. Sets and relations. Congruences and unique factorization of integers. Groups, permutation groups, group actions, homomorphisms and quotient groups, direct products, classification of finitely generated abelian groups, Sylow theorems. Rings, ideals and quotient rings, Euclidean rings, polynomial rings, unique factorization. | Prerequisites: B or better in MA-UY 4614 and (MA-UY 3044, MA-UY 3054 or MA-UY 3113); or instructor permission. Note: Cannot receive credit for both MA-UY 4044 and MA-UY 4054.

Mathematics (Undergraduate)
4 credits – 15 Weeks

Sections (Fall 2020)


MA-UY 4054-000 (17758)
09/02/2020 – 12/13/2020 Tue,Thu
11:00 AM – 12:00 AM (Morning)
at Washington Square
Instructed by


MA-UY 4054-000 (17759)
09/02/2020 – 12/13/2020 Fri
2:00 PM – 3:00 PM (Early afternoon)
at Washington Square
Instructed by

Honors Linear Algebra (MA-UY 3054)

This honors section of Linear Algebra is intended for well-prepared students who have already developed some mathematical maturity. Its scope will include the usual Linear Algebra (MA-UY 3044) syllabus; however, this class will move faster, covering additional topics and going deeper. Vector spaces, linear dependence, basis and dimension, matrices, determinants, solving linear equations, eigenvalues and eigenvectors, quadratic forms, applications such as optimization or linear regression. Note: Not open to students who have already taken MA-UY 1533, MA-UY 2034, MA-UY 3044 or MA-UY 3113. | Prerequisites: A- or better in MA-UY 1024 or MA-UY 1324 or MA-UY 1022

Mathematics (Undergraduate)
4 credits – 15 Weeks

Sections (Spring 2023)


MA-UY 3054-000 (16202)
01/23/2023 – 05/08/2023 Mon,Wed
11:00 AM – 12:00 AM (Morning)
at Washington Square
Instructed by


MA-UY 3054-000 (16537)
01/23/2023 – 05/08/2023 Fri
11:00 AM – 12:00 AM (Morning)
at Washington Square
Instructed by

Theory of Numbers (MA-UY 4014)

Divisibility and prime numbers. Linear and quadratic congruences. The classical number-theoretic functions. Continued fractions. Diophantine equations. | Prerequisites: C or better in MA-UY 1124, MA-UY 1424 or MA-UY1132

Mathematics (Undergraduate)
4 credits – 15 Weeks

Sections (Spring 2023)


MA-UY 4014-000 (16403)
01/23/2023 – 05/08/2023 Mon,Wed
2:00 PM – 3:00 PM (Early afternoon)
at Brooklyn Campus
Instructed by


MA-UY 4014-000 (16404)
01/23/2023 – 05/08/2023 Fri
2:00 PM – 3:00 PM (Early afternoon)
at Brooklyn Campus
Instructed by

Intro to Math Modeling (MA-UY 4444)

Formulation and analysis of mathematical models. Mathematical tools include dimensional analysis, optimization, simulation, probability, and elementary differential equations. Applications to biology, sports, economics, and other areas of science. The necessary mathematical and scientific background will be developed as needed. Students participate in formulating models as well as in analyzing them. | Prerequisites: C or better in MA-UY 2114 or MA-UY 2514 Note: Not open to students who have taken MA-UY 2393.

Mathematics (Undergraduate)
4 credits – 15 Weeks

Sections (Spring 2023)


MA-UY 4444-000 (16171)
01/23/2023 – 05/08/2023 Tue,Thu
9:00 AM – 10:00 AM (Morning)
at Washington Square
Instructed by


MA-UY 4444-000 (16172)
01/23/2023 – 05/08/2023 Fri
9:00 AM – 10:00 AM (Morning)
at Washington Square
Instructed by


MA-UY 4444-000 (16538)
01/23/2023 – 05/08/2023 Fri
11:00 AM – 12:00 AM (Morning)
at Washington Square
Instructed by

Advanced Linear Algebra and Complex Variables (MA-UY 3113)

This course provides a deeper understanding of topics introduced in MA-UY 2012 and MA-UY 2034 and continues the development of those topics, while also covering functions of a Complex Variable. Topics covered include: The Gram-Schmidt process, inner product spaces and applications, singular value decomposition, LU decomposition. Derivatives and Cauchy-Riemann equations, integrals and Cauchy integral theorem. Power and Laurent Series, residue theory. | Prerequisites: (MA-UY 2122 or MA-UY 2114 or MA-UY 2514) AND (MA-UY 2012 or MA-UY 2034). Note: Not open to students who have taken MA-UY 1533, MA-UY 3112 or MA-UY 4433.

Mathematics (Undergraduate)
3 credits – 15 Weeks

Sections (Spring 2023)


MA-UY 3113-000 (16114)
01/23/2023 – 05/08/2023 Tue,Thu
5:00 PM – 6:00 PM (Late afternoon)
at Brooklyn Campus
Instructed by Diaz-Alban, Jose

Discrete Mathematics (MA-UY 2314)

Logic, proofs, set theory, functions, relations, asymptotic notation, recurrences, modeling computation, graph theory. | Prerequisite: Math Diagnostic Exam or MA-UY 912 or MA-UY 914 (minimum calculus level required) | Prerequisite for Shanghai students: MATH-SHU 110. Note: This course and CS-GY 6003 cannot both be taken for credit.

Mathematics (Undergraduate)
4 credits – 6 Weeks

Sections (Summer 2023)


MA-UY 2314-000 (3652)07/06/2023 – 08/16/2023 Tue,Wed,Thu10:00 AM – 12:00 AM (Morning)at Brooklyn CampusInstructed by

Linear Algebra (MA-UY 3044)

Systems of linear equations, Gaussian elimination, matrices, determinants, Cramer’s rule. Vectors, vector spaces, basis and dimension, linear transformations. Eigenvalues, eigenvectors, and quadratic forms. Restricted to Tandon math and CS majors and students with a permission code from the math department. Fulfills linear algebra requirement for the BS Math and BS CS degrees. Note: Not open to students who have already taken MA-UY 1533, MA-UY 2034, MA-UY 3113 or MA-UY 3054. | Prerequisite: A grade of C or better in MA-UY 1022 or MA-UY 1024 or MA-UY 1324 or MATH-UH 1012Q or MATH-UH 1013Q or MATH-SHU 121 or MATH-SHU 201

Mathematics (Undergraduate)
4 credits – 6 Weeks

Sections (Summer 2023)


MA-UY 3044-000 (3658)
07/06/2023 – 08/16/2023 Mon,Tue,Wed,Thu
9:00 AM – 11:00 AM (Morning)
at Washington Square
Instructed by


MA-UY 3044-000 (3763)
07/06/2023 – 08/16/2023 Mon,Tue,Wed,Thu
9:00 AM – 11:00 AM (Morning)
at Washington Square
Instructed by

NUMERICAL ANALYSIS (MA-UY 4424)

In numerical analysis one explores how mathematical problems can be analyzed and solved with a computer. As such, numerical analysis has very broad applications in mathematics, physics, engineering, finance, and the life sciences. This course gives an introduction to this subject for mathematics majors. Theory and practical examples using Matlab will be combined to study a range of topics ranging from simple root-finding procedures to differential equations and the finite element method. | Prerequisites: A grade of C or better in (MA-UY 2114 or MA-UY 2514) and (MA-UY 3034 or MA-UY 3044 or MA-UY 3054 or MA-UY 3113)

Mathematics (Undergraduate)
4 credits – 15 Weeks

Sections (Spring 2023)


MA-UY 4424-000 (21574)
at Washington Square
Instructed by


MA-UY 4424-000 (21575)
at Washington Square
Instructed by


MA-UY 4424-000 (15870)
01/23/2023 – 05/08/2023 Tue,Thu
9:00 AM – 10:00 AM (Morning)
at Washington Square
Instructed by Potter, Samuel


MA-UY 4424-000 (16235)
01/23/2023 – 05/08/2023 Fri
11:00 AM – 12:00 AM (Morning)
at Washington Square
Instructed by


MA-UY 4424-000 (16259)
01/23/2023 – 05/08/2023 Mon,Wed
3:00 PM – 4:00 PM (Late afternoon)
at Brooklyn Campus
Instructed by


MA-UY 4424-000 (16260)
01/23/2023 – 05/08/2023 Fri
2:00 PM – 3:00 PM (Early afternoon)
at Brooklyn Campus
Instructed by

Linear Algebra and Differential Equations (MA-UY 2034)

MA-UY 2034 is an introduction to ordinary differential equations and linear algebra. The course develops the techniques for the analytic and numeric solutions of ordinary differential equations (and systems) that are widely used in modern engineering and science. Linear algebra is used as a tool for solving systems of linear equations as well as for understanding the structure of solutions to linear (systems) of differential equations. Topics covered include the fundamental concepts of linear algebra such as Gaussian elimination, matrix theory, linear transformations, vector spaces, subspaces, basis, eigenvectors, eigenvalues and the diagonalization of matrices, as well as the techniques for the analytic and numeric solutions of ordinary differential equations (and systems) that commonly appear in modern engineering and science. | Prerequisite: MA-UY 1124, MA-UY 1424 or MA-UY 1132. Note: Not open to students who have taken MA-UY 3044 or MA-UY 3054 or MA-UY 3083 or MA-UY 4204.

Mathematics (Undergraduate)
4 credits – 6 Weeks

Sections (Summer 2023)


MA-UY 2034-000 (3648)
05/22/2023 – 07/05/2023 Mon,Tue,Thu
9:00 AM – 12:00 AM (Morning)
at Brooklyn Campus
Instructed by

Calculus III: Multi-Dimensional Calculus (MA-UY 2114)

Vectors in the plane and space. Partial derivatives with applications, especially Lagrange multipliers. Double and triple integrals. Spherical and cylindrical coordinates. Surface and line integrals. Divergence, gradient, and curl. Theorems of Gauss and Stokes. | Prerequisite: MA-UY 1124 or MA-UY 1424 or MA-UY 1132. Anti-requisite: MA-UY 2514

Mathematics (Undergraduate)
4 credits – 6 Weeks

Sections (Summer 2023)


MA-UY 2114-000 (3638)
05/22/2023 – 07/05/2023 Mon,Tue,Thu
9:00 AM – 12:00 AM (Morning)
at Brooklyn Campus
Instructed by


MA-UY 2114-000 (3649)
07/06/2023 – 08/16/2023 Mon,Tue,Thu
5:00 PM – 8:00 PM (Late afternoon)
at Brooklyn Campus
Instructed by

Introduction to Probability (MA-UY 2233)

Standard first course in probability, recommended for those planning further work in probability or statistics. Probability of events, random variables and expectations, discrete and continuous distributions, joint and conditional distributions, moment generating functions, the central limit theorem. | Prerequisites: MA-UY 109, MA-UY 2112, OR MA-UY 2114. Note: Not open to students who have taken MA-UY 2224 or MA-UY 3012 or MA-UY 3022.

Mathematics (Undergraduate)
3 credits – 15 Weeks

Sections (Fall 2020)


MA-UY 2233-000 (17510)
09/02/2020 – 12/13/2020 Mon,Wed
3:00 PM – 4:00 PM (Late afternoon)
at Brooklyn Campus
Instructed by


MA-UY 2233-000 (17987)
09/02/2020 – 12/13/2020 Fri
9:00 AM – 10:00 AM (Morning)
at Brooklyn Campus
Instructed by

Quantitative Reasoning: From Data to Discovery (CORE-UA 9111)

Today’s technology enables us to collect massive amounts of data, such as images of distant planets, the ups and downs of the economy, and the patterns of our tweets and online behavior. How do we use data to discover new insights about our world? This course introduces ideas and techniques in modern data analysis, including statistical inference, machine learning models, and computer programming. The course is hands-on and data-centric; students will analyze a variety of datasets, including those from the internet and New York City. By the end of the course, students will be able to (1) apply quantitative thinking to data sets; (2) critically evaluate the conclusions of data analyses; and (3) use computing tools to explore, analyze, and visualize data. Throughout the course, we will also examine issues such as data privacy and ethics

College Core Curriculum (Undergraduate)
4 credits – 14 Weeks

Sections (Fall 2022)


CORE-UA 9111-000 (18965)
09/01/2022 – 12/07/2022 Mon
12:00 AM – 3:00 PM (Early afternoon)
at NYU Accra (Global)
Instructed by


CORE-UA 9111-000 (22967)
at NYU Accra (Global)
Instructed by

Quantitative Reasoning: From Data to Discovery (CORE-UA 111)

College Core Curriculum (Undergraduate)
4 credits – 15 Weeks

Sections (Spring 2022)


CORE-UA 111-000 (9469)
01/24/2022 – 05/09/2022 Tue,Thu
3:00 PM – 4:00 PM (Late afternoon)
at Washington Square
Instructed by Clarkson, Corrin


CORE-UA 111-000 (21464)
01/24/2022 – 05/09/2022 Fri
9:00 AM – 10:00 AM (Morning)
at Washington Square
Instructed by Kotwal, Adit


CORE-UA 111-000 (21465)
01/24/2022 – 05/09/2022 Fri
11:00 AM – 12:00 AM (Morning)
at Washington Square
Instructed by Kotwal, Adit


CORE-UA 111-000 (21466)
01/24/2022 – 05/09/2022 Fri
9:00 AM – 10:00 AM (Morning)
at Washington Square
Instructed by Mishra, Prerna


CORE-UA 111-000 (21467)
01/24/2022 – 05/09/2022 Fri
11:00 AM – 12:00 AM (Morning)
at Washington Square
Instructed by Mishra, Prerna

Quantitative Reasoning: Great Ideas in Mathematics (CORE-UA 110)

For course description, please consult the College Core Curriculum website: http://core.cas.nyu.edu

College Core Curriculum (Undergraduate)
4 credits – 15 Weeks

Sections (Spring 2022)


CORE-UA 110-000 (8659)
01/24/2022 – 05/09/2022 Mon,Wed
8:00 AM – 9:00 AM (Morning)
at Washington Square
Instructed by Sanfratello, Andrew


CORE-UA 110-000 (8660)
01/24/2022 – 05/09/2022 Fri
9:00 AM – 10:00 AM (Morning)
at Washington Square
Instructed by Sinha, Sid


CORE-UA 110-000 (8661)
01/24/2022 – 05/09/2022 Fri
8:00 AM – 9:00 AM (Morning)
at Washington Square
Instructed by Sinha, Sid


CORE-UA 110-000 (8662)
01/24/2022 – 05/09/2022 Fri
9:00 AM – 10:00 AM (Morning)
at Washington Square
Instructed by Zhu, Randy


CORE-UA 110-000 (8663)
01/24/2022 – 05/09/2022 Fri
8:00 AM – 9:00 AM (Morning)
at Washington Square
Instructed by Zhu, Randy

Quantitative Reasoning: Prob,Stats & Decisn-Mkng (CORE-UA 107)

For course description, please consult the College Core Curriculum website: http://core.cas.nyu.edu

College Core Curriculum (Undergraduate)
4 credits – 15 Weeks

Sections (Spring 2022)


CORE-UA 107-000 (8865)
01/24/2022 – 05/09/2022 Tue,Thu
8:00 AM – 9:00 AM (Morning)
at Washington Square
Instructed by Sondjaja, Mutiara


CORE-UA 107-000 (8866)
01/24/2022 – 05/09/2022 Fri
11:00 AM – 12:00 AM (Morning)
at Washington Square
Instructed by Xu, Bill


CORE-UA 107-000 (8867)
01/24/2022 – 05/09/2022 Fri
9:00 AM – 10:00 AM (Morning)
at Washington Square
Instructed by Xu, Bill


CORE-UA 107-000 (8868)
01/24/2022 – 05/09/2022 Fri
9:00 AM – 10:00 AM (Morning)
at Washington Square
Instructed by Liu, Sixian


CORE-UA 107-000 (9382)
01/24/2022 – 05/09/2022 Fri
11:00 AM – 12:00 AM (Morning)
at Washington Square
Instructed by Liu, Sixian

Data Structures (CSCI-UA 9102)

The use and design of data structures, which organize information in computer memory. Stacks, queues, linked lists, binary trees: how to implement them in a high level language, how to analyze their effect on algorithm efficiency, and how to modify them. Programming assignments.

Computer Science (Undergraduate)
4 credits – 15 Weeks

Sections (Fall 2021)


CSCI-UA 9102-000 (19807)09/02/2021 – 12/14/2021 Tue,Thu12:00 AM – 1:00 PM (Early afternoon)at NYU Paris (Global)Instructed by Cosse, Augustin Marie Dominique


CSCI-UA 9102-000 (19808)09/02/2021 – 12/14/2021 Tue2:00 PM – 3:00 PM (Early afternoon)at NYU Paris (Global)Instructed by Cosse, Augustin Marie Dominique

Data Science for Everyone (DS-UA 111)

Data Science for Everyone is a foundational course that prepares students to participate in the data-driven world that we are all experiencing. It develops programming skills in Python so that students can write programs to summarize and compare real-world datasets. Building on these data analysis skills, students will learn how draw conclusions and make predictions about the data. Students will also explore related ethical, legal, and privacy issues.

Data Science (Undergraduate)
4 credits – 15 Weeks

Sections (Fall 2021)


DS-UA 111-000 (9775)09/02/2021 – 12/14/2021 Mon,Wed3:00 PM – 4:00 PM (Late afternoon)at Washington SquareInstructed by Jones-Rooy, Andrea · Spirling, Arthur


DS-UA 111-000 (9776)09/02/2021 – 12/14/2021 Thu4:00 PM – 5:00 PM (Late afternoon)at Washington SquareInstructed by López Peceño, Alejandro


DS-UA 111-000 (9778)09/02/2021 – 12/14/2021 Thu5:00 PM – 6:00 PM (Late afternoon)at Washington SquareInstructed by Palmer, Lexi


DS-UA 111-000 (9779)09/02/2021 – 12/14/2021 Fri3:00 PM – 4:00 PM (Late afternoon)at Washington SquareInstructed by López Peceño, Alejandro


DS-UA 111-000 (9780)09/02/2021 – 12/14/2021 Fri8:00 AM – 8:00 AM (Morning)at Washington SquareInstructed by Kottur, Ankita Vijaya Kumar


DS-UA 111-000 (9781)09/02/2021 – 12/14/2021 Fri2:00 PM – 3:00 PM (Early afternoon)at Washington SquareInstructed by Palmer, Lexi

Introduction to Data Science (DS-UA 112)

Introduction to Data Science offers the fundamental principles and techniques of data science. Students will develop a toolkit to examine real world examples and cases to place data science techniques in context, to develop data-analytic thinking, and to illustrate that proper application is as much an art as it is a science. In addition, students will gain hands-on experience with the Python programming language and its associated data analysis libraries. Students will also consider ethical implications surrounding privacy, data sharing, and algorithmic decision making for a given data science solution.

Data Science (Undergraduate)
4 credits – 15 Weeks