Column one has the course number and section. Other columns show the course title, days offered, instructor's name, room number, if the course is cross-referenced with another pogram, and a option to view additional course information in a pop-up window.

# Harmonic Analysis

AS.110.633 (01)

Fourier multipliers, oscillatory integrals, restriction theorems, Fourier integral operators, pseudodifferential operators, eigenfunctions. Undergrads need instructor's permission.

**Credits:**0.00**Level:**Graduate**Status:**Canceled**Seats Available:**8/8**PosTag(s):**n/a

# Algebra

AS.110.601 (01)

An introductory graduate course on fundamental topics in algebra to provide the student with the foundations for number theory, algebraic geometry, and other advanced courses. Topics include group theory, commutative algebra, Noetherian rings, local rings, modules, rudiments of category theory, homological algebra, field theory, Galois theory, and non-commutative algebras.

**Credits:**0.00**Level:**Graduate**Status:**Open**Seats Available:**16/20**PosTag(s):**n/a

# Number Theory

AS.110.617 (01)

Topics in advanced algebra and number theory, including local fields and adeles, Iwasawa-Tate theory of zeta functions and connections with Hecke’s treatment, semisimple algebras over local and number fields, adeles geometry.

**Credits:**0.00**Level:**Graduate**Status:**Open**Seats Available:**13/20**PosTag(s):**n/a

# Algebraic Geometry

AS.110.643 (01)

Affine varieties and commutative algebra. Hilbert’s theorems about polynomials in several variables with their connections to geometry. General varieties and projective geometry. Dimension theory and smooth varieties. Sheaf theory and cohomology. Applications of sheaves to geometry; e.g., the Riemann-Roch theorem. Other topics may include Jacobian varieties, resolution of singularities, geometry on surfaces, connections with complex analytic geometry and topology, schemes.

**Credits:**0.00**Level:**Graduate**Status:**Open**Seats Available:**8/12**PosTag(s):**n/a

# Riemann Surfaces

AS.110.608 (01)

Abstract Riemann surfaces. Examples: algebraic curves, elliptic curves and functions on them. Holomorphic and meromorphic functions and differential forms, divisors and the Mittag-Leffler problem. The analytic genus. Bezout's theorem and applications. Introduction to sheaf theory, with applications to constructing linear series of meromorphic functions. Serre duality, the existence of meromorphic functions on Riemann surfaces, the equality of the topological and analytic genera, the equivalence of algebraic curves and compact Riemann surfaces, the Riemann-Roch theorem. Period matrices and the Abel-Jacobi mapping, Jacobi inversion, the Torelli theorem. Uniformization (time permitting).

**Credits:**0.00**Level:**Graduate**Status:**Open**Seats Available:**21/30**PosTag(s):**n/a

# Algebraic Topology

AS.110.615 (01)

Polyhedra, simplicial and singular homology theory, Lefschetz fixed-point theorem, cohomology and products, homological algebra, Künneth and universal coefficient theorems, Poincaré and Alexander duality theorems.

**Credits:**0.00**Level:**Graduate**Status:**Open**Seats Available:**10/20**PosTag(s):**n/a

# Functional Analysis

AS.110.637 (01)

**Credits:**0.00**Level:**Graduate**Status:**Waitlist Only**Seats Available:**0/8**PosTag(s):**n/a

# Riemannian Geometry

AS.110.645 (01)

Differential manifolds, vector fields, flows, Frobenius’ theorem. Differential forms, deRham’s theorem, vector bundles, connections, curvature, Chern classes, Cartan structure equations. Riemannian manifolds, Bianchi identities, geodesics, exponential maps. Geometry of submanifolds, hypersurfaces in Euclidean space. Other topics as time permits, e.g., harmonic forms and Hodge theorem, Jacobi equation, variation of arc length and area, Chern-Gauss-Bonnet theorems.

**Credits:**0.00**Level:**Graduate**Status:**Open**Seats Available:**10/20**PosTag(s):**n/a

# Real Variables

AS.110.605 (01)

Measure and integration on abstract and locally compact spaces (extension of measures, decompositions of measures, product measures, the Lebesgue integral, differentiation, Lp-spaces); introduction to functional analysis; integration on groups; Fourier transforms.

**Credits:**0.00**Level:**Graduate**Status:**Open**Seats Available:**14/20**PosTag(s):**n/a

# Topics in Arithmetic Geometry

AS.110.724 (01)

Topics around the subject of Arithmetic Geometry will be covered in this course.

**Credits:**0.00**Level:**Graduate**Status:**Canceled**Seats Available:**20/20**PosTag(s):**n/a

# Partial Differential Equations II

AS.110.632 (01)

An introductory graduate course in partial differential equations. Classical topics include first order equations and characteristics, the Cauchy-Kowalevski theorem, Laplace's equation, heat equation, wave equation, fundamental solutions, weak solutions, Sobolev spaces, maximum principles. The second term focuses on special topics such as second order elliptic theory.

**Credits:**0.00**Level:**Graduate**Status:**Open**Seats Available:**12/20**PosTag(s):**n/a

# High-Dimensional Approximation, Probability, and Statistical Learning

AS.110.675 (01)

The course covers fundamental mathematical ideas for certain approximation and statistical learning problems in high dimensions. We start with basic approximation theory in low-dimensions, in particular linear and nonlinear approximation by Fourier and wavelets in classical smoothness spaces, and discuss applications in imaging, inverse problems and PDE’s. We then introduce notions of complexity of function spaces, which will be important in statistical learning. We then move to basic problems in statistical learning, such as regression and density estimation. The interplay between randomness and approximation theory is introduced, as well as fundamental tools such as concentration inequalities, basic random matrix theory, and various estimators are constructed in detail, in particular multi scale estimators. At all times we consider the geometric aspects and interpretations, and will discuss concentration of measure phenomena, embedding of metric spaces, optimal transportation distances, and their applications to problems in machine learning such as manifold learning and dictionary learning for signal processing.

**Credits:**0.00**Level:**Graduate**Status:**Canceled**Seats Available:**13/13**PosTag(s):**n/a

# Topics in Mathematical Physics

AS.110.712 (01)

**Credits:**0.00**Level:**Graduate**Status:**Open**Seats Available:**3/10**PosTag(s):**n/a

# Topics in Algebraic Topology

AS.110.727 (01)

**Credits:**0.00**Level:**Graduate**Status:**Open**Seats Available:**11/15**PosTag(s):**n/a

# Topics in Differential Geometry

AS.110.749 (01)

In this class, we will study Aaron Naber and Jeff Cheeger's recent result on proving codimension four conjecture. We plan to talk about some early results of the structure on manifolds with lower Ricci bound by Cheeger and Colding. We will prove quantitative splitting theorem, volume convergence theorem, and the result that almost volume cone implies almost metric cone. Then we will discuss regularity of Einstein manifolds and the codimension four conjecture.

**Credits:**0.00**Level:**Graduate**Status:**Open**Seats Available:**11/15**PosTag(s):**n/a

# Topics In Alg Num Theory

AS.110.733 (01)

**Credits:**0.00**Level:**Graduate**Status:**Waitlist Only**Seats Available:**0/8**PosTag(s):**n/a

# Topics Algebraic Geometry

AS.110.737 (01)

**Credits:**0.00**Level:**Graduate**Status:**Open**Seats Available:**26/30**PosTag(s):**n/a

# Seminar in Complex Geometry

AS.110.790 (01)

Presentations of current research papers by faculty, graduate students and invited guest speakers. For graduate students only.

**Credits:**4.00**Level:**Graduate**Status:**Canceled**Seats Available:**25/25**PosTag(s):**n/a

# Seminar in Topology

AS.110.793 (01)

For graduate students only. Presentations of current research papers by faculty, graduate students and invited guest speakers.

**Credits:**0.00**Level:**Graduate**Status:**Open**Seats Available:**23/25**PosTag(s):**n/a

# Seminar in Analysis and Partial Differential Equations

AS.110.791 (01)

Presentations of current research papers by faculty, graduate students and invited guest speakers. For graduate students only.

**Credits:**4.00**Level:**Graduate**Status:**Open**Seats Available:**19/25**PosTag(s):**n/a

# Seminar in Algebraic Geometry

AS.110.799 (01)

For graduate students only. Presentations of current research papers by faculty, graduate students and invited guest speakers.

**Credits:**4.00**Level:**Graduate**Status:**Open**Seats Available:**22/25**PosTag(s):**n/a

# Seminar in Number Theory

AS.110.798 (01)

Presentations of current research papers by faculty, graduate students and invited guest speakers. For graduate students only.

**Credits:**0.00**Level:**Graduate**Status:**Open**Seats Available:**21/25**PosTag(s):**n/a

# Thesis Research

AS.110.801 (04)

**Credits:**0.00**Level:**Graduate**Status:**Open**Seats Available:**24/25**PosTag(s):**n/a

# Thesis Research

AS.110.801 (09)

**Credits:**0.00**Level:**Graduate**Status:**Open**Seats Available:**8/10**PosTag(s):**n/a

# Seminar in Category Theory

AS.110.794 (01)

**Credits:**0.00**Level:**Graduate**Status:**Closed**Seats Available:**22/25**PosTag(s):**n/a

# Thesis Research

AS.110.801 (11)

**Credits:**0.00**Level:**Graduate**Status:**Open**Seats Available:**3/5**PosTag(s):**n/a

# Thesis Research

AS.110.801 (06)

**Credits:**0.00**Level:**Graduate**Status:**Open**Seats Available:**23/25**PosTag(s):**n/a

# Thesis Research

AS.110.801 (12)

**Credits:**0.00**Level:**Graduate**Status:**Open**Seats Available:**4/5**PosTag(s):**n/a

# Thesis Research

AS.110.801 (08)

**Credits:**0.00**Level:**Graduate**Status:**Open**Seats Available:**24/25**PosTag(s):**n/a

# Thesis Research

AS.110.801 (14)

**Credits:**0.00**Level:**Graduate**Status:**Canceled**Seats Available:**5/5**PosTag(s):**n/a

# Seminar in Data Analysis

AS.110.795 (01)

**Credits:**0.00**Level:**Graduate**Status:**Closed**Seats Available:**22/25**PosTag(s):**n/a

# Thesis Research

AS.110.801 (02)

**Credits:**0.00**Level:**Graduate**Status:**Open**Seats Available:**25/25**PosTag(s):**n/a

# Thesis Research

AS.110.801 (07)

**Credits:**0.00**Level:**Graduate**Status:**Open**Seats Available:**24/25**PosTag(s):**n/a

# Thesis Research

AS.110.801 (10)

**Credits:**0.00**Level:**Graduate**Status:**Open**Seats Available:**5/5**PosTag(s):**n/a

# Thesis Research

AS.110.801 (01)

**Credits:**0.00**Level:**Graduate**Status:**Open**Seats Available:**23/25**PosTag(s):**n/a

# Thesis Research

AS.110.801 (05)

**Credits:**0.00**Level:**Graduate**Status:**Open**Seats Available:**25/25**PosTag(s):**n/a

# Thesis Research

AS.110.801 (03)

**Credits:**0.00**Level:**Graduate**Status:**Open**Seats Available:**23/25**PosTag(s):**n/a

Course # (Section) | Title | Day/Times | Instructor | Room | PosTag(s) | Info |
---|---|---|---|---|---|---|

AS.110.633 (01) | Harmonic Analysis | MW 10:15AM - 11:45AM | Staff | |||

AS.110.601 (01) | Algebra | TTh 12:00PM - 1:15PM | Shokurov, Vyacheslav | Krieger 302 | ||

AS.110.617 (01) | Number Theory | TTh 10:30AM - 11:45AM | Consani, Caterina | Krieger 204 | ||

AS.110.643 (01) | Algebraic Geometry | TTh 10:30AM - 11:45AM | Zheng, Xudong | Gilman 77 | ||

AS.110.608 (01) | Riemann Surfaces | MW 12:00PM - 1:15PM | Xu, Hang | Krieger 204 | ||

AS.110.615 (01) | Algebraic Topology | MW 1:30PM - 2:45PM | Kitchloo, Nitya | Krieger 304 | ||

AS.110.637 (01) | Functional Analysis | MW 9:00AM - 10:15AM | Lu, Fei | Garland 97 | ||

AS.110.645 (01) | Riemannian Geometry | TTh 10:30AM - 11:45AM | Mese, Chikako | Gilman 400 | ||

AS.110.605 (01) | Real Variables | MW 12:00PM - 1:15PM | Bernstein, Jacob | Krieger 304 | ||

AS.110.724 (01) | Topics in Arithmetic Geometry | MW 1:30PM - 2:45PM | Kitchloo, Nitya | Krieger 300 | ||

AS.110.632 (01) | Partial Differential Equations II | MW 12:00PM - 1:15PM | Luehrmann, Jonas | Olin 305 | ||

AS.110.675 (01) | High-Dimensional Approximation, Probability, and Statistical Learning | MW 1:30PM - 2:45PM | Maggioni, Mauro | |||

AS.110.712 (01) | Topics in Mathematical Physics | MW 1:30PM - 2:45PM | Lindblad, Hans | Gilman 77 | ||

AS.110.727 (01) | Topics in Algebraic Topology | MW 9:00AM - 10:15AM | Kitchloo, Nitya | Bloomberg 178 | ||

AS.110.749 (01) | Topics in Differential Geometry | TTh 12:00PM - 1:15PM | Bernstein, Jacob | Shaffer 303 | ||

AS.110.733 (01) | Topics In Alg Num Theory | MW 10:30AM - 11:45AM | Savitt, David Lawrence | Bloomberg 178 | ||

AS.110.737 (01) | Topics Algebraic Geometry | MW 9:00AM - 10:15AM | Shokurov, Vyacheslav | Bloomberg 176 | ||

AS.110.790 (01) | Seminar in Complex Geometry | T 4:30PM - 6:00PM | Shiffman, Bernard, Xu, Hang | Gilman 400 | ||

AS.110.793 (01) | Seminar in Topology | M 3:00PM - 5:30PM | Kitchloo, Nitya | Shaffer 302 | ||

AS.110.791 (01) | Seminar in Analysis and Partial Differential Equations | M 4:00PM - 5:00PM | Bernstein, Jacob | Krieger 308 | ||

AS.110.799 (01) | Seminar in Algebraic Geometry | T 4:30PM - 5:30PM | Zheng, Xudong | Krieger 302 | ||

AS.110.798 (01) | Seminar in Number Theory | T 4:30PM - 5:30PM | Smithling, Brian | Maryland 202 | ||

AS.110.801 (04) | Thesis Research | Mese, Chikako, Sogge, Christopher | ||||

AS.110.801 (09) | Thesis Research | Mese, Chikako, Smithling, Brian | ||||

AS.110.794 (01) | Seminar in Category Theory | Th 4:00PM - 6:30PM | Riehl, Emily | Croft Hall B32 | ||

AS.110.801 (11) | Thesis Research | Brown, Richard, Mese, Chikako, Savitt, David Lawrence | ||||

AS.110.801 (06) | Thesis Research | Maggioni, Mauro | ||||

AS.110.801 (12) | Thesis Research | Brown, Richard, Dodson, Benjamin, Mese, Chikako | ||||

AS.110.801 (08) | Thesis Research | Brown, Richard, Mese, Chikako, Shokurov, Vyacheslav | ||||

AS.110.801 (14) | Thesis Research | Brown, Richard, Dodson, Benjamin, Mese, Chikako | ||||

AS.110.795 (01) | Seminar in Data Analysis | W 3:00PM - 4:00PM | Maggioni, Mauro | Shaffer 304 | ||

AS.110.801 (02) | Thesis Research | Consani, Caterina, Mese, Chikako | ||||

AS.110.801 (07) | Thesis Research | Kitchloo, Nitya, Mese, Chikako | ||||

AS.110.801 (10) | Thesis Research | Bernstein, Jacob, Brown, Richard, Mese, Chikako | ||||

AS.110.801 (01) | Thesis Research | Riehl, Emily | ||||

AS.110.801 (05) | Thesis Research | Mese, Chikako, Spruck, Joel | ||||

AS.110.801 (03) | Thesis Research | Lindblad, Hans, Mese, Chikako |

Column one has the course number and section. Other columns show the course title, days offered, instructor's name, room number, if the course is cross-referenced with another pogram, and a option to view additional course information in a pop-up window.

# Complex Variables

AS.110.607 (01)

Analytic functions of one complex variable. Topics include Mittag-Leffler Theorem, Weierstrass factorization theorem, elliptic functions, Riemann-Roch theorem, Picard theorem, and Nevanlinna theory. Recommended Course Background: AS.110.311, AS.110.405

**Credits:**0.00**Level:**Graduate**Status:**Open**Seats Available:**10/15**PosTag(s):**n/a

# Number Theory

AS.110.618 (01)

Topics in advanced algebra and number theory, including local fields and adeles, Iwasawa-Tate theory of zeta-functions and connections with Hecke's treatment, semi-simple algebras over local and number fields, adele geometry.

**Credits:**0.00**Level:**Graduate**Status:**Open**Seats Available:**14/15**PosTag(s):**n/a

# Algebra

AS.110.602 (01)

An introductory graduate course on fundamental topics in algebra to provide the student with the foundations for Number Theory, Algebraic Geometry, and other advanced courses. Topics include group theory, commutative algebra, Noetherian rings, local rings, modules, and rudiments of category theory, homological algebra, field theory, Galois theory, and non-commutative algebras. Recommended Course Background: AS.110.401-AS.110.402

**Credits:**0.00**Level:**Graduate**Status:**Open**Seats Available:**14/15**PosTag(s):**n/a

# Lie Groups and Lie Algebras

AS.110.619 (01)

Lie groups and Lie algebras, classification of complex semi-simple Lie algebras, compact forms, representations and Weyl formulas, symmetric Riemannian spaces.

**Credits:**0.00**Level:**Graduate**Status:**Open**Seats Available:**10/15**PosTag(s):**n/a

# Partial Differential Equations I

AS.110.631 (01)

An introductory graduate course in partial differential equations. Classical topics include first order equations and characteristics, the Cauchy-Kowalewski theorem, Laplace’s equations, heat equation, wave equation, fundamental solutions, weak solutions, Sobolev spaces, maximum principles.

**Credits:**0.00**Level:**Graduate**Status:**Open**Seats Available:**13/15**PosTag(s):**n/a

# Algebraic Geometry

AS.110.644 (01)

Affine varieties and commutative algebra. Hilbert's theorems about polynomials in several variables with their connections to geometry. General varieties and projective geometry. Dimension theory and smooth varieties. Sheaf theory and cohomology. Applications of sheaves to geometry; e.g., the Riemann-Roch Theorem. Other topics may include Jacobian varieties, resolution of singularities, geometry on surfaces, schemes, connections with complex analytic geometry and topology.

**Credits:**0.00**Level:**Graduate**Status:**Open**Seats Available:**10/10**PosTag(s):**n/a

# Topics in Analysis

AS.110.726 (01)

The topics covered will involve the theory of calculus of Functors applied to Geometric problems like Embedding theory. Other related areas will be covered depending on the interest of the audience.

**Credits:**0.00**Level:**Graduate**Status:**Open**Seats Available:**11/12**PosTag(s):**n/a

# Algebraic Topology

AS.110.616 (01)

Polyhedra, simplicial and singular homology theory, Lefschetz fixed-point theorem, cohomology and products, homological algebra, Künneth and universal coefficient theorems, Poincar&ecute; and Alexander duality theorems.

**Credits:**0.00**Level:**Graduate**Status:**Open**Seats Available:**14/15**PosTag(s):**n/a

# Harmonic Analysis

AS.110.633 (01)

Fourier multipliers, oscillatory integrals, restriction theorems, Fourier integral operators, pseudodifferential operators, eigenfunctions. Undergrads need instructor's permission.

**Credits:**0.00**Level:**Graduate**Status:**Open**Seats Available:**10/15**PosTag(s):**n/a

# Riemannian Geometry

AS.110.646 (01)

The goal is to give a self-contained course on mean curvature flow, starting with the basic linear heat equation in Euclidean space and – hopefully – getting to topics of current research. Mean curvature flow is a geometric heat equation that shares many properties with Ricci flow, harmonic map heat flow, Yang-Mills flow and the Navier-Stokes equations. Recommended Course Background: AS.110.605 and an undergraduate course in differential geometry; AS.110.645 and AS.110.631

**Credits:**0.00**Level:**Graduate**Status:**Open**Seats Available:**12/15**PosTag(s):**n/a

# Topics In Alg Num Theory

AS.110.733 (01)

**Credits:**0.00**Level:**Graduate**Status:**Open**Seats Available:**10/12**PosTag(s):**n/a

# Topics:Partial Differential Equations

AS.110.741 (01)

**Credits:**0.00**Level:**Graduate**Status:**Open**Seats Available:**7/12**PosTag(s):**n/a

# Thesis Research

AS.110.801 (11)

**Credits:**0.00**Level:**Graduate**Status:**Open**Seats Available:****PosTag(s):**n/a

# Thesis Research

AS.110.801 (13)

**Credits:**0.00**Level:**Graduate**Status:**Open**Seats Available:****PosTag(s):**n/a

# Thesis Research

AS.110.801 (12)

**Credits:**0.00**Level:**Graduate**Status:**Open**Seats Available:****PosTag(s):**n/a

# Thesis Research

AS.110.801 (14)

**Credits:**0.00**Level:**Graduate**Status:**Open**Seats Available:**5/5**PosTag(s):**n/a

# Topics in Stochastic Dynamical Systems

AS.110.757 (01)

The course will present an introduction to stochastic dynamical systems and some applications in model reduction and data assimilation. The main focus will be on stability and ergodicity of stochastic dynamical systems, including stochastic differential equations driven by white and fractional noise, and their numerical approximations. We will then discuss model reduction, focusing on Mori-Zwanzig formalism and approximation of the generalized Langevin equation, and methods on the parametric inference of related stochastic systems. Data assimilation and stochastic control will also be briefly introduced.

**Credits:**0.00**Level:**Graduate**Status:**Open**Seats Available:**8/12**PosTag(s):**n/a

# Seminar in Category Theory

AS.110.794 (01)

**Credits:**0.00**Level:**Graduate**Status:**Open**Seats Available:**25/25**PosTag(s):**n/a

# Seminar in Algebraic Geometry

AS.110.799 (01)

For graduate students only. Presentations of current research papers by faculty, graduate students and invited guest speakers.

**Credits:**0.00**Level:**Graduate**Status:**Open**Seats Available:**35/35**PosTag(s):**n/a

# Seminar in Topology

AS.110.793 (01)

**Credits:**0.00**Level:**Graduate**Status:**Open**Seats Available:**35/35**PosTag(s):**n/a

# Seminar in Number Theory

AS.110.798 (01)

**Credits:**0.00**Level:**Graduate**Status:**Open**Seats Available:**35/35**PosTag(s):**n/a

# Seminar in Complex Geometry

AS.110.790 (01)

**Credits:**0.00**Level:**Graduate**Status:**Open**Seats Available:**35/35**PosTag(s):**n/a

# Thesis Research

AS.110.801 (07)

**Credits:**0.00**Level:**Graduate**Status:**Open**Seats Available:****PosTag(s):**n/a

# Data Science Seminar

AS.110.795 (01)

**Credits:**0.00**Level:**Graduate**Status:**Open**Seats Available:**39/45**PosTag(s):**n/a

# Thesis Research

AS.110.801 (09)

**Credits:**0.00**Level:**Graduate**Status:**Open**Seats Available:****PosTag(s):**n/a

# Thesis Research

AS.110.801 (05)

**Credits:**0.00**Level:**Graduate**Status:**Open**Seats Available:****PosTag(s):**n/a

# Thesis Research

AS.110.801 (03)

**Credits:**0.00**Level:**Graduate**Status:**Open**Seats Available:****PosTag(s):**n/a

# Thesis Research

AS.110.801 (08)

**Credits:**0.00**Level:**Graduate**Status:**Open**Seats Available:****PosTag(s):**n/a

# Thesis Research

AS.110.801 (02)

**Credits:**0.00**Level:**Graduate**Status:**Open**Seats Available:****PosTag(s):**n/a

# Seminar in Analysis and Partial Differential Equations

AS.110.791 (01)

**Credits:**0.00**Level:**Graduate**Status:**Open**Seats Available:**31/35**PosTag(s):**n/a

# Thesis Research

AS.110.801 (10)

**Credits:**0.00**Level:**Graduate**Status:**Open**Seats Available:**5/5**PosTag(s):**n/a

# Thesis Research

AS.110.801 (01)

**Credits:**0.00**Level:**Graduate**Status:**Open**Seats Available:****PosTag(s):**n/a

# Thesis Research

AS.110.801 (04)

**Credits:**0.00**Level:**Graduate**Status:**Open**Seats Available:****PosTag(s):**n/a

# Thesis Research

AS.110.801 (06)

**Credits:**0.00**Level:**Graduate**Status:**Open**Seats Available:****PosTag(s):**n/a

Course # (Section) | Title | Day/Times | Instructor | Room | PosTag(s) | Info |
---|---|---|---|---|---|---|

AS.110.607 (01) | Complex Variables | TTh 10:30AM - 11:45AM | Spruck, Joel | Bloomberg 172 | ||

AS.110.618 (01) | Number Theory | MW 12:00PM - 1:15PM | Staff | Shriver Hall 5 | ||

AS.110.602 (01) | Algebra | MW 12:00PM - 1:15PM | Shokurov, Vyacheslav | Bloomberg 276 | ||

AS.110.619 (01) | Lie Groups and Lie Algebras | TTh 9:00AM - 10:15AM | Zheng, Xudong | Krieger 204 | ||

AS.110.631 (01) | Partial Differential Equations I | MW 12:00PM - 1:15PM | Wang, Yi | Bloomberg 178 | ||

AS.110.644 (01) | Algebraic Geometry | TTh 10:30AM - 11:45AM | Staff | Krieger 204 | ||

AS.110.726 (01) | Topics in Analysis | TTh 12:00PM - 1:15PM | Sun, Liming | Gilman 10 | ||

AS.110.616 (01) | Algebraic Topology | TTh 10:30AM - 11:45AM | Kitchloo, Nitya | Krieger 308 | ||

AS.110.633 (01) | Harmonic Analysis | TTh 10:30AM - 11:45AM | Lindblad, Hans | Shaffer 303 | ||

AS.110.646 (01) | Riemannian Geometry | MW 1:30PM - 2:45PM | Mese, Chikako | Gilman 381 | ||

AS.110.733 (01) | Topics In Alg Num Theory | TTh 12:00PM - 1:15PM | Savitt, David Lawrence | Smokler Center Library | ||

AS.110.741 (01) | Topics:Partial Differential Equations | MW 3:00PM - 4:15PM | Lindblad, Hans | |||

AS.110.801 (11) | Thesis Research | Savitt, David Lawrence | ||||

AS.110.801 (13) | Thesis Research | Sire, Yannick | ||||

AS.110.801 (12) | Thesis Research | Dodson, Benjamin | ||||

AS.110.801 (14) | Thesis Research | Wang, Yi | ||||

AS.110.757 (01) | Topics in Stochastic Dynamical Systems | TTh 9:00AM - 10:15AM | Lu, Fei | Garland 97 | ||

AS.110.794 (01) | Seminar in Category Theory | T 4:00PM - 6:30PM | Staff | Gilman 377 | ||

AS.110.799 (01) | Seminar in Algebraic Geometry | T 4:00PM - 5:20PM | Zheng, Xudong | Hodson 305 | ||

AS.110.793 (01) | Seminar in Topology | M 3:00PM - 5:20PM | Zakharevich, Valentin | Bloomberg 168 | ||

AS.110.798 (01) | Seminar in Number Theory | T 3:00PM - 4:30PM | Smithling, Brian, Specter, Joel Benjamin | Hodson 316 | ||

AS.110.790 (01) | Seminar in Complex Geometry | T 4:30PM - 5:45PM | Xu, Hang | Gilman 17 | ||

AS.110.801 (07) | Thesis Research | Kitchloo, Nitya | ||||

AS.110.795 (01) | Data Science Seminar | W 3:00PM - 4:00PM | Maggioni, Mauro | Shaffer 303 | ||

AS.110.801 (09) | Thesis Research | Smithling, Brian | ||||

AS.110.801 (05) | Thesis Research | Spruck, Joel | ||||

AS.110.801 (03) | Thesis Research | Lindblad, Hans | ||||

AS.110.801 (08) | Thesis Research | Shokurov, Vyacheslav | ||||

AS.110.801 (02) | Thesis Research | Consani, Caterina | ||||

AS.110.791 (01) | Seminar in Analysis and Partial Differential Equations | M 3:00PM - 5:20PM | Bernstein, Jacob | Hodson 203 | ||

AS.110.801 (10) | Thesis Research | Bernstein, Jacob | ||||

AS.110.801 (01) | Thesis Research | Riehl, Emily | ||||

AS.110.801 (04) | Thesis Research | Sogge, Christopher | ||||

AS.110.801 (06) | Thesis Research | Maggioni, Mauro |