Metric spaces, topological spaces, compactness, connectedness. Covering spaces and homotopy groups.
Math (Undergraduate)
4 credits – 15 Weeks
MATH-UA 375-000 (9055)01/28/2019 – 05/13/2019 Tue,Thu2:00 PM – 3:00 PM (Early afternoon)at Washington SquareInstructed by
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
MATH-UA 224-000 (8661)01/28/2019 – 05/13/2019 Mon,Wed2:00 PM – 3:00 PM (Early afternoon)at Washington SquareInstructed by
MATH-UA 224-000 (8662)01/28/2019 – 05/13/2019 Fri2:00 PM – 3:00 PM (Early afternoon)at Washington SquareInstructed by
First- and second-order equations. Series solutions. Laplace transforms. Introduction to partial differential equations and Fourier series.
Math (Undergraduate)
4 credits – 15 Weeks
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
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
MATH-UA 9263-000 (10132)01/26/2023 – 05/05/2023 Mon,Wed9:00 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,Wed10:00 AM – 11:00 AM (Morning)at NYU Paris (Global)Instructed by Lebovits, Joachim
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
MATH-UA 148-000 (9196)01/24/2022 – 05/09/2022 Mon,Wed11:00 AM – 12:00 AM (Morning)at Washington SquareInstructed by Cao, Norman
MATH-UA 148-000 (10147)01/24/2022 – 05/09/2022 Fri11:00 AM – 12:00 AM (Morning)at Washington SquareInstructed by Rilloraza, Paco
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
MATH-UA 129-000 (9309)01/24/2022 – 05/09/2022 Tue,Thu12:00 AM – 2:00 PM (Early afternoon)at Washington SquareInstructed by Serfaty, Sylvia
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
MATH-UA 329-000 (8889)01/24/2022 – 05/09/2022 Tue,Thu12:00 AM – 1:00 PM (Early afternoon)at Washington SquareInstructed by Gunturk, C Sinan
MATH-UA 329-000 (8890)01/24/2022 – 05/09/2022 Fri3:00 PM – 4:00 PM (Late afternoon)at Washington SquareInstructed by Mui, Stephanie
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
MATH-UA 349-000 (8887)01/24/2022 – 05/09/2022 Tue,Thu11:00 AM – 12:00 AM (Morning)at Washington SquareInstructed by Goodman, Jonathan
MATH-UA 349-000 (8888)01/24/2022 – 05/09/2022 Fri2:00 PM – 3:00 PM (Early afternoon)at Washington SquareInstructed by Charyyev, Jumageldi
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
MATH-UA 230-000 (8755)01/24/2022 – 05/09/2022 Tue,Thu2:00 PM – 3:00 PM (Early afternoon)at Washington SquareInstructed by Sreenivasan, Katepalli Raju
MATH-UA 230-000 (8802)at Washington SquareInstructed by
MATH-UA 230-000 (25084)01/24/2022 – 05/09/2022 Mon3:00 PM – 4:00 PM (Late afternoon)at Washington SquareInstructed by Dsa, Remston
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
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
MATH-UA 213-000 (8764)01/24/2022 – 05/09/2022 Mon,Wed9:00 AM – 10:00 AM (Morning)at Washington SquareInstructed by Majmudar, Trushant S.
MATH-UA 213-000 (8765)01/24/2022 – 05/09/2022 Fri11:00 AM – 12:00 AM (Morning)at Washington SquareInstructed by Kreiner, Aaron
MATH-UA 213-000 (8766)01/24/2022 – 05/09/2022 Fri9:00 AM – 10:00 AM (Morning)at Washington SquareInstructed by Kreiner, Aaron
MATH-UA 213-000 (10146)at Washington SquareInstructed by
MATH-UA 213-000 (25303)01/24/2022 – 05/09/2022 Mon,Wed2:00 PM – 3:00 PM (Early afternoon)at Washington SquareInstructed by Normand, Raoul
MATH-UA 213-000 (25304)01/24/2022 – 05/09/2022 Fri2:00 PM – 3:00 PM (Early afternoon)at Washington SquareInstructed by Chen, Zhe
MATH-UA 213-000 (25305)01/24/2022 – 05/09/2022 Fri8:00 AM – 9:00 AM (Morning)at Washington SquareInstructed by Chen, Zhe
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
MATH-UA 144-000 (8767)01/24/2022 – 05/09/2022 Tue,Thu11:00 AM – 12:00 AM (Morning)at Washington SquareInstructed by Sprinkle, Brennan
MATH-UA 144-000 (8771)01/24/2022 – 05/09/2022 Fri11:00 AM – 12:00 AM (Morning)at Washington SquareInstructed by Li, Guanchun
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
MATH-UA 343-000 (8402)01/24/2022 – 05/09/2022 Tue,Thu11:00 AM – 12:00 AM (Morning)at Washington SquareInstructed by Pigati, Alessandro
MATH-UA 343-000 (8403)01/24/2022 – 05/09/2022 Fri9:00 AM – 10:00 AM (Morning)at Washington SquareInstructed by Cortes, Julian
MATH-UA 343-000 (8756)01/24/2022 – 05/09/2022 Mon,Wed12:00 AM – 1:00 PM (Early afternoon)at Washington SquareInstructed by Chiarelli, John
MATH-UA 343-000 (8757)01/24/2022 – 05/09/2022 Fri12:00 AM – 1:00 PM (Early afternoon)at Washington SquareInstructed by Cortes, Julian
The differential properties of curves and surfaces. Introduction to manifolds and Riemannian geometry.
Math (Undergraduate)
4 credits – 15 Weeks
MATH-UA 377-000 (9183)01/24/2022 – 05/09/2022 Tue,Thu11:00 AM – 12:00 AM (Morning)at Washington SquareInstructed by Yang, Deane
MATH-UA 377-000 (9184)01/24/2022 – 05/09/2022 Mon8:00 AM – 9:00 AM (Morning)at Washington SquareInstructed by Han, Hancya
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
MATH-UA 282-000 (8398)01/24/2022 – 05/09/2022 Tue,Thu3:00 PM – 4:00 PM (Late afternoon)at Washington SquareInstructed by Becker, Simon
MATH-UA 282-000 (8399)01/24/2022 – 05/09/2022 Fri9:00 AM – 10:00 AM (Morning)at Washington SquareInstructed by Thoma, Eric
MATH-UA 282-000 (10621)01/24/2022 – 05/09/2022 Fri3:00 PM – 4:00 PM (Late afternoon)at Washington SquareInstructed by Thoma, Eric
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
MATH-UA 325-000 (8400)01/24/2022 – 05/09/2022 Tue,Thu12:00 AM – 1:00 PM (Early afternoon)at Washington SquareInstructed by De Philippis, Guido
MATH-UA 325-000 (8401)01/24/2022 – 05/09/2022 Fri12:00 AM – 1:00 PM (Early afternoon)at Washington SquareInstructed by Peilen, Luke
MATH-UA 325-000 (10138)01/24/2022 – 05/09/2022 Fri9:00 AM – 10:00 AM (Morning)at Washington SquareInstructed by Peilen, Luke
MATH-UA 325-000 (10139)01/24/2022 – 05/09/2022 Mon,Wed9:00 AM – 10:00 AM (Morning)at Washington SquareInstructed by Li, Weilin
MATH-UA 325-000 (10140)01/24/2022 – 05/09/2022 Fri9:00 AM – 10:00 AM (Morning)at Washington SquareInstructed by Beekie, Raj
MATH-UA 325-000 (10141)01/24/2022 – 05/09/2022 Fri2:00 PM – 3:00 PM (Early afternoon)at Washington SquareInstructed by Beekie, Raj
MATH-UA 325-000 (10135)01/24/2022 – 05/09/2022 Mon,Wed11:00 AM – 12:00 AM (Morning)at Washington SquareInstructed by Cao, Yu
MATH-UA 325-000 (10136)01/24/2022 – 05/09/2022 Fri11:00 AM – 12:00 AM (Morning)at Washington SquareInstructed by Hess-Childs, Elias
MATH-UA 325-000 (10137)01/24/2022 – 05/09/2022 Fri12:00 AM – 1:00 PM (Early afternoon)at Washington SquareInstructed by Hess-Childs, Elias
MATH-UA 325-000 (10627)01/24/2022 – 05/09/2022 Tue,Thu2:00 PM – 3:00 PM (Early afternoon)at Washington SquareInstructed by Li, Weilin
MATH-UA 325-000 (10628)01/24/2022 – 05/09/2022 Fri11:00 AM – 12:00 AM (Morning)at Washington SquareInstructed by Semenov, Vadim
MATH-UA 325-000 (10629)01/24/2022 – 05/09/2022 Fri12:00 AM – 1:00 PM (Early afternoon)at Washington SquareInstructed by Semenov, Vadim
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
MATH-UA 256-000 (20798)01/24/2022 – 05/09/2022 Tue,Thu2:00 PM – 3:00 PM (Early afternoon)at Washington SquareInstructed by Peskin, Charles
MATH-UA 256-000 (20799)01/24/2022 – 05/09/2022 Fri2:00 PM – 3:00 PM (Early afternoon)at Washington SquareInstructed by Maxian, Ondrej
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
MATH-UA 264-000 (8396)01/24/2022 – 05/09/2022 Mon,Wed11:00 AM – 12:00 AM (Morning)at Washington SquareInstructed by Ampatzoglou, Ioakeim
MATH-UA 264-000 (8397)01/24/2022 – 05/09/2022 Fri12:00 AM – 1:00 PM (Early afternoon)at Washington SquareInstructed by Li, Guanchun
Introduction to the mathematics of finance. Topics: linear programming with application to pricing. Interest rates and present value. Basic probability, random walks, central limit theorem, Brownian motion, log-normal model of stock prices. Black-Scholes theory of options. Dynamic programming with application to portfolio optimization.
Math (Undergraduate)
4 credits – 15 Weeks
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
MATH-UA 252-000 (8390)at Washington SquareInstructed by
MATH-UA 252-000 (8391)at Washington SquareInstructed by
MATH-UA 252-000 (9168)01/24/2022 – 05/09/2022 Tue,Thu9:00 AM – 10:00 AM (Morning)at Washington SquareInstructed by Stadler, Georg
MATH-UA 252-000 (9169)01/24/2022 – 05/09/2022 Fri11:00 AM – 12:00 AM (Morning)at Washington SquareInstructed by Toler, Evan
MATH-UA 252-000 (9405)01/24/2022 – 05/09/2022 Mon,Wed3:00 PM – 4:00 PM (Late afternoon)at Brooklyn CampusInstructed by Potter, Samuel
MATH-UA 252-000 (9406)01/24/2022 – 05/09/2022 Fri2:00 PM – 3:00 PM (Early afternoon)at Brooklyn CampusInstructed by Martinez Aguilar, Mariana
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
MATH-UA 240-000 (8386)01/24/2022 – 05/09/2022 Mon,Wed3:00 PM – 4:00 PM (Late afternoon)at Washington SquareInstructed by Bogomolov, Fedor
MATH-UA 240-000 (8387)01/24/2022 – 05/09/2022 Fri3:00 PM – 4:00 PM (Late afternoon)at Washington SquareInstructed by Kazi, Sujay
Divisibility and prime numbers. Linear and quadratic congruences. The classical number-theoretic functions. Continued fractions. Diophantine equations.
Math (Undergraduate)
4 credits – 15 Weeks
MATH-UA 248-000 (10470)01/24/2022 – 05/09/2022 Mon,Wed2:00 PM – 3:00 PM (Early afternoon)at Brooklyn CampusInstructed by Staccone, Matteo
MATH-UA 248-000 (10471)01/24/2022 – 05/09/2022 Fri2:00 PM – 3:00 PM (Early afternoon)at Brooklyn CampusInstructed by Feuer, Benjamin
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
MATH-UA 235-000 (8384)01/24/2022 – 05/09/2022 Tue,Thu9:00 AM – 10:00 AM (Morning)at Washington SquareInstructed by Cerfon, Antoine
MATH-UA 235-000 (8385)01/24/2022 – 05/09/2022 Fri11:00 AM – 12:00 AM (Morning)at Washington SquareInstructed by Vasantha, Rajashekar
MATH-UA 235-000 (10585)01/24/2022 – 05/09/2022 Fri9:00 AM – 10:00 AM (Morning)at Washington SquareInstructed by Vasantha, Rajashekar
MATH-UA 235-000 (20795)01/24/2022 – 05/09/2022 Tue,Thu12:00 AM – 1:00 PM (Early afternoon)at Washington SquareInstructed by Falconet, Hugo
MATH-UA 235-000 (20796)01/24/2022 – 05/09/2022 Fri12:00 AM – 1:00 PM (Early afternoon)at Washington SquareInstructed by Li, Sixian
MATH-UA 235-000 (20797)01/24/2022 – 05/09/2022 Fri11:00 AM – 12:00 AM (Morning)at Washington SquareInstructed by Li, Sixian
MATH-UA 235-000 (26181)01/24/2022 – 05/09/2022 Fri11:00 AM – 12:00 AM (Morning)at Washington SquareInstructed by Doshi, Jash Tejaskumar
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
MATH-UA 233-000 (8695)01/24/2022 – 05/09/2022 Tue,Thu3:00 PM – 4:00 PM (Late afternoon)at Washington SquareInstructed by Tanzi, Matteo
MATH-UA 233-000 (8696)01/24/2022 – 05/09/2022 Fri3:00 PM – 4:00 PM (Late afternoon)at Washington SquareInstructed by Zhang, Linfeng
MATH-UA 233-000 (8885)01/24/2022 – 05/09/2022 Mon,Wed2:00 PM – 3:00 PM (Early afternoon)at Washington SquareInstructed by Leibovich, Matan
MATH-UA 233-000 (9078)01/24/2022 – 05/09/2022 Fri2:00 PM – 3:00 PM (Early afternoon)at Washington SquareInstructed by Wang, Liudeng
MATH-UA 233-000 (10636)01/24/2022 – 05/09/2022 Tue,Thu12:00 AM – 1:00 PM (Early afternoon)at Washington SquareInstructed by Dunlap, Alexander
MATH-UA 233-000 (10638)01/24/2022 – 05/09/2022 Fri9:00 AM – 10:00 AM (Morning)at Washington SquareInstructed by Wang, Liudeng
MATH-UA 233-000 (19808)01/24/2022 – 05/09/2022 Tue,Thu8:00 AM – 9:00 AM (Morning)at Brooklyn CampusInstructed by Stepp, Elizabeth
MATH-UA 233-000 (19809)01/24/2022 – 05/09/2022 Fri9:00 AM – 10:00 AM (Morning)at Brooklyn CampusInstructed by Zhang, Linfeng
MATH-UA 233-000 (26180)01/24/2022 – 05/09/2022 Fri2:00 PM – 3:00 PM (Early afternoon)at Washington SquareInstructed by Doshi, Jash Tejaskumar
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
MATH-UA 234-000 (8382)01/24/2022 – 05/09/2022 Tue,Thu12:00 AM – 1:00 PM (Early afternoon)at Washington SquareInstructed by Nitzschner, Maximilian
MATH-UA 234-000 (8383)01/24/2022 – 05/09/2022 Fri2:00 PM – 3:00 PM (Early afternoon)at Washington SquareInstructed by Plotkin, Ted
MATH-UA 234-000 (9440)01/24/2022 – 05/09/2022 Tue,Thu3:00 PM – 4:00 PM (Late afternoon)at Washington SquareInstructed by Dies, Erik
MATH-UA 234-000 (9441)01/24/2022 – 05/09/2022 Fri3:00 PM – 4:00 PM (Late afternoon)at Washington SquareInstructed by Plotkin, Ted
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
MATH-UA 123-000 (8378)01/24/2022 – 05/09/2022 Mon,Wed8:00 AM – 10:00 AM (Morning)at Washington SquareInstructed by Normand, Raoul
MATH-UA 123-000 (9179)01/24/2022 – 05/09/2022 Mon,Wed12:00 AM – 2:00 PM (Early afternoon)at Washington SquareInstructed by Ristroph, Leif
MATH-UA 123-000 (9180)01/24/2022 – 05/09/2022 Tue,Thu8:00 AM – 10:00 AM (Morning)at Washington SquareInstructed by Liu, Shizhu
MATH-UA 123-000 (8379)01/24/2022 – 05/09/2022 Mon,Wed5:00 PM – 7:00 PM (Late afternoon)at Washington SquareInstructed by Liu, Shizhu
MATH-UA 123-000 (8380)01/24/2022 – 05/09/2022 Tue,Thu12:00 AM – 2:00 PM (Early afternoon)at Washington SquareInstructed by Leingang, Matthew
MATH-UA 123-000 (24839)at Washington SquareInstructed by
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
MATH-UA 140-000 (8381)01/24/2022 – 05/09/2022 Tue,Thu8:00 AM – 9:00 AM (Morning)at Washington SquareInstructed by Hammoud, Naima
MATH-UA 140-000 (10125)01/24/2022 – 05/09/2022 Fri9:00 AM – 10:00 AM (Morning)at Washington SquareInstructed by Qi, Sihan
MATH-UA 140-000 (10126)01/24/2022 – 05/09/2022 Fri8:00 AM – 9:00 AM (Morning)at Washington SquareInstructed by Qi, Sihan
MATH-UA 140-000 (10127)01/24/2022 – 05/09/2022 Fri3:00 PM – 4:00 PM (Late afternoon)at Washington SquareInstructed by Li, Jiarui
MATH-UA 140-000 (10128)01/24/2022 – 05/09/2022 Fri8:00 AM – 9:00 AM (Morning)at Washington SquareInstructed by Li, Jiarui
MATH-UA 140-000 (8986)01/24/2022 – 05/09/2022 Tue,Thu2:00 PM – 3:00 PM (Early afternoon)at Washington SquareInstructed by Sia, Charmaine
MATH-UA 140-000 (10129)01/24/2022 – 05/09/2022 Fri11:00 AM – 12:00 AM (Morning)at Washington SquareInstructed by Li, Xuenan
MATH-UA 140-000 (10130)01/24/2022 – 05/09/2022 Fri12:00 AM – 1:00 PM (Early afternoon)at Washington SquareInstructed by Li, Xuenan
MATH-UA 140-000 (10131)01/24/2022 – 05/09/2022 Fri8:00 AM – 9:00 AM (Morning)at Washington SquareInstructed by Kotwal, Adit
MATH-UA 140-000 (10132)01/24/2022 – 05/09/2022 Fri3:00 PM – 4:00 PM (Late afternoon)at Washington SquareInstructed by Kotwal, Adit
MATH-UA 140-000 (10120)01/24/2022 – 05/09/2022 Mon,Wed8:00 AM – 9:00 AM (Morning)at Washington SquareInstructed by Liu, Shizhu
MATH-UA 140-000 (10121)01/24/2022 – 05/09/2022 Fri9:00 AM – 10:00 AM (Morning)at Washington SquareInstructed by Yap, Ted
MATH-UA 140-000 (10122)01/24/2022 – 05/09/2022 Fri8:00 AM – 9:00 AM (Morning)at Washington SquareInstructed by Yap, Ted
MATH-UA 140-000 (10123)01/24/2022 – 05/09/2022 Fri3:00 PM – 4:00 PM (Late afternoon)at Washington SquareInstructed by Stempel, Jordan
MATH-UA 140-000 (10124)01/24/2022 – 05/09/2022 Fri11:00 AM – 12:00 AM (Morning)at Washington SquareInstructed by Frank, Natalie
MATH-UA 140-000 (9777)01/24/2022 – 05/09/2022 Mon,Wed9:00 AM – 10:00 AM (Morning)at Brooklyn CampusInstructed by Hammoud, Naima
MATH-UA 140-000 (10469)01/24/2022 – 05/09/2022 Fri9:00 AM – 10:00 AM (Morning)at Washington SquareInstructed by Denis, Evan
MATH-UA 140-000 (10468)01/24/2022 – 05/09/2022 Fri2:00 PM – 3:00 PM (Early afternoon)at Washington SquareInstructed by Harrington, Jeremiah
Techniques of integration. Further applications. Plane analytic geometry. Polar coordinates and parametric equations. Infinite series, including power series.
Math (Undergraduate)
4 credits – 15 Weeks
MATH-UA 122-000 (8373)01/24/2022 – 05/09/2022 Tue,Thu12:00 AM – 2:00 PM (Early afternoon)at Washington SquareInstructed by Sondjaja, Mutiara
MATH-UA 122-000 (8374)at Washington SquareInstructed by
MATH-UA 122-000 (8375)01/24/2022 – 05/09/2022 Mon,Wed10:00 AM – 12:00 AM (Morning)at Washington SquareInstructed by Shum, Fanny
MATH-UA 122-000 (8376)01/24/2022 – 05/09/2022 Tue,Thu10:00 AM – 12:00 AM (Morning)at Washington SquareInstructed by Sondjaja, Mutiara
MATH-UA 122-000 (8377)01/24/2022 – 05/09/2022 Tue,Thu2:00 PM – 4:00 PM (Early afternoon)at Washington SquareInstructed by Feklistova, Mariya
MATH-UA 122-000 (8677)01/24/2022 – 05/09/2022 Mon,Wed2:00 PM – 4:00 PM (Early afternoon)at Washington SquareInstructed by Feklistova, Mariya
MATH-UA 122-000 (10117)01/24/2022 – 05/09/2022 Tue,Thu5:00 PM – 7:00 PM (Late afternoon)at Washington SquareInstructed by Flek, Ruslan
MATH-UA 122-000 (10118)01/24/2022 – 05/09/2022 Mon,Wed12:00 AM – 2:00 PM (Early afternoon)at Washington SquareInstructed by Shum, Fanny
MATH-UA 122-000 (24841)01/24/2022 – 05/09/2022 Mon,Wed8:00 AM – 10:00 AM (Morning)at Washington SquareInstructed by Kalaycioglu, Selin
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
MATH-UA 120-000 (8370)01/24/2022 – 05/09/2022 Mon,Wed8:00 AM – 10:00 AM (Morning)at Washington SquareInstructed by Sia, Charmaine
MATH-UA 120-000 (8371)01/24/2022 – 05/09/2022 Tue,Thu2:00 PM – 4:00 PM (Early afternoon)at Washington SquareInstructed by Flek, Ruslan
MATH-UA 120-000 (8372)01/24/2022 – 05/09/2022 Mon,Wed2:00 PM – 4:00 PM (Early afternoon)at Washington SquareInstructed by Flek, Ruslan
MATH-UA 120-000 (8694)01/24/2022 – 05/09/2022 Tue,Thu8:00 AM – 10:00 AM (Morning)at Washington SquareInstructed by Chikhany, Ralph
MATH-UA 120-000 (8807)at Washington SquareInstructed by
MATH-UA 120-000 (8985)01/24/2022 – 05/09/2022 Mon,Wed10:00 AM – 12:00 AM (Morning)at Washington SquareInstructed by Leingang, Matthew
MATH-UA 120-000 (9437)01/24/2022 – 05/09/2022 Tue,Thu10:00 AM – 12:00 AM (Morning)at Washington SquareInstructed by Sanfratello, Andrew
MATH-UA 120-000 (9476)01/24/2022 – 05/09/2022 Tue,Thu5:00 PM – 7:00 PM (Late afternoon)at Washington SquareInstructed by Sanfratello, Andrew
MATH-UA 120-000 (10639)01/24/2022 – 05/09/2022 Mon,Wed2:00 PM – 4:00 PM (Early afternoon)at Washington SquareInstructed by Chikhany, Ralph
MATH-UA 120-000 (24840)01/24/2022 – 05/09/2022 Mon,Wed10:00 AM – 12:00 AM (Morning)at Washington SquareInstructed by Oveys, Hesam
MATH-UA 120-000 (24904)01/24/2022 – 05/09/2022 Mon,Wed3:00 PM – 5:00 PM (Late afternoon)at Washington SquareInstructed by Oveys, Hesam
MATH-UA 120-000 (26350)01/24/2022 – 05/09/2022 Mon,Wed10:00 AM – 12:00 AM (Morning)at Washington SquareInstructed by Clarkson, Corrin
MATH-UA 120-000 (26380)01/24/2022 – 05/09/2022 Mon,Wed3:00 PM – 5:00 PM (Late afternoon)at Washington SquareInstructed by Clarkson, Corrin
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
MATH-UA 121-000 (10098)at Washington SquareInstructed by Kalaycioglu, Selin
MATH-UA 121-000 (10099)01/24/2022 – 05/09/2022 Fri8:00 AM – 9:00 AM (Morning)at Washington SquareInstructed by Saha, Shuvadeep
MATH-UA 121-000 (10100)01/24/2022 – 05/09/2022 Fri9:00 AM – 10:00 AM (Morning)at Washington SquareInstructed by Saha, Shuvadeep
MATH-UA 121-000 (20793)01/24/2022 – 05/09/2022 Fri8:00 AM – 9:00 AM (Morning)at Washington SquareInstructed by Patki, Sarvesh
MATH-UA 121-000 (20794)01/24/2022 – 05/09/2022 Fri9:00 AM – 10:00 AM (Morning)at Washington SquareInstructed by Patki, Sarvesh
MATH-UA 121-000 (10102)01/24/2022 – 05/09/2022 Tue,Thu3:00 PM – 4:00 PM (Late afternoon)at Washington SquareInstructed by Foster, Joseph
MATH-UA 121-000 (10103)01/24/2022 – 05/09/2022 Fri11:00 AM – 12:00 AM (Morning)at Washington SquareInstructed by D’Agostino, Marina
MATH-UA 121-000 (10104)01/24/2022 – 05/09/2022 Fri2:00 PM – 3:00 PM (Early afternoon)at Washington SquareInstructed by D’Agostino, Marina
MATH-UA 121-000 (10105)01/24/2022 – 05/09/2022 Fri11:00 AM – 12:00 AM (Morning)at Washington SquareInstructed by Salha, Fatima
MATH-UA 121-000 (10106)01/24/2022 – 05/09/2022 Fri3:00 PM – 4:00 PM (Late afternoon)at Washington SquareInstructed by Salha, Fatima
MATH-UA 121-000 (10107)01/24/2022 – 05/09/2022 Mon,Wed2:00 PM – 3:00 PM (Early afternoon)at Washington SquareInstructed by Sia, Charmaine
MATH-UA 121-000 (10108)01/24/2022 – 05/09/2022 Thu8:00 AM – 9:00 AM (Morning)at Washington SquareInstructed by Vasantha, Rajashekar
MATH-UA 121-000 (10109)01/24/2022 – 05/09/2022 Tue8:00 AM – 9:00 AM (Morning)at Washington SquareInstructed by Star, Zachary
MATH-UA 121-000 (10110)01/24/2022 – 05/09/2022 Thu9:00 AM – 10:00 AM (Morning)at Washington SquareInstructed by Vasantha, Rajashekar
MATH-UA 121-000 (10111)01/24/2022 – 05/09/2022 Tue2:00 PM – 3:00 PM (Early afternoon)at Washington SquareInstructed by Star, Zachary
MATH-UA 121-000 (10112)01/24/2022 – 05/09/2022 Tue,Thu12:00 AM – 1:00 PM (Early afternoon)at Washington SquareInstructed by Foster, Joseph
MATH-UA 121-000 (10113)01/24/2022 – 05/09/2022 Tue3:00 PM – 4:00 PM (Late afternoon)at Washington SquareInstructed by Cortes, Julian
MATH-UA 121-000 (10114)01/24/2022 – 05/09/2022 Tue4:00 PM – 6:00 PM (Late afternoon)at Washington SquareInstructed by Cortes, Julian
MATH-UA 121-000 (10115)01/24/2022 – 05/09/2022 Thu3:00 PM – 4:00 PM (Late afternoon)at Washington SquareInstructed by Gangan, Pradyuman
MATH-UA 121-000 (10116)01/24/2022 – 05/09/2022 Thu4:00 PM – 6:00 PM (Late afternoon)at Washington SquareInstructed by Gangan, Pradyuman
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
MATH-UA 9-000 (8365)01/24/2022 – 05/09/2022 Tue,Thu4:00 PM – 6:00 PM (Late afternoon)at Washington SquareInstructed by Foster, Joseph
MATH-UA 9-000 (8366)01/24/2022 – 05/09/2022 Fri8:00 AM – 9:00 AM (Morning)at Washington SquareInstructed by Zhou, Haosheng
MATH-UA 9-000 (8367)01/24/2022 – 05/09/2022 Fri12:00 AM – 1:00 PM (Early afternoon)at Washington SquareInstructed by Zhou, Haosheng
MATH-UA 9-000 (8368)01/24/2022 – 05/09/2022 Fri11:00 AM – 12:00 AM (Morning)at Washington SquareInstructed by Sivakumar, Pranav Kamesh
MATH-UA 9-000 (8369)01/24/2022 – 05/09/2022 Fri12:00 AM – 1:00 PM (Early afternoon)at Washington SquareInstructed by Sivakumar, Pranav Kamesh
For most students joining IMA in Fall 2022 and beyond, our new program structure affects the categorization of courses on this site.
Classes listed in the "IMA Major Electives" categories refer to the old IMA program structure. If you're under the new IMA program structure, these courses count as general IMA Electives.
You can still search the Interchange for most of your courses. You can find "IMA Major Distribution" courses listed here: