Course Atlas

The Course Atlas lists all courses offered in a given semester.

The Course Catalog lists all possible courses that can be offered. There is no guarantee that all listed classes will be offered in a given semester.

This page lists all of the classes offered for MATH in a given semester.

Courses

Undergraduate MATH Courses

MATH111 Calculus I Credits: 3
Section Location Meeting Time Instructor Enrollment
1 ONLINE MW      5:30PM - 6:45PM Juan Villeta-Garcia 40
10 MSC W201 TuTh      2:30PM - 3:45PM Robert Roth 40
11 ONLINE TuTh      10:00AM - 11:15AM Dylanger Pittman 40
2 ONLINE MW      1:00PM - 2:15PM Juan Villeta-Garcia 40
3 MSC W301 MW      2:30PM - 3:45PM Irving Martinez 40
4 MSC W301 MW      4:00PM - 5:15PM Zitong Pei 40
5 ATWOOD 316 MW      4:00PM - 5:15PM Xingjian Li 40
7 MSC W301 MW      5:30PM - 6:45PM Deepanshu Verma 40
8 WH 111 MW      2:30PM - 3:45PM Samuel Chang 40
9 MSC W303 MW      8:30AM - 9:45AM Michael Cerchia 40
MATH112 Calculus II Credits: 3
Section Location Meeting Time Instructor Enrollment
1 ONLINE MW      5:30PM - 6:45PM Difeng Cai 25
2 MSC N302 TuTh      8:30AM - 9:45AM Kaelin Cook-Powell 35
3 MSC W303 TuTh      10:00AM - 11:15AM Kaelin Cook-Powell 35
4 MSC W303 TuTh      11:30AM - 12:45PM Vojtech Rodl
Rohan Nair
35
MATH112z Calculus II Credits: 3
Section Location Meeting Time Instructor Enrollment
1 MSC W303 TuTh      1:00PM - 2:15PM Vojtech Rodl
Rohan Nair
30
MATH116 Life Sciences Calculus II Credits: 4
Section Location Meeting Time Instructor Enrollment
1 WH 110 MW      11:30AM - 12:45PM Alexander Clifton 50
LAB1 WH 103 F      1:00PM - 1:50PM Alexander Clifton
Roberto Hernandez
25
LAB2 WH 103 F      2:30PM - 3:20PM Alexander Clifton
Roberto Hernandez
25
MATH210 Adv.Calculus for Data Sciences Credits: 4
Section Location Meeting Time Instructor Enrollment
1 MSC W201 MW      1:00PM - 2:15PM Michael Carr 40
2 ATWOOD 316 MW      11:30AM - 12:45PM Michael Carr 40
LAB1 MSC W303 F      1:00PM - 1:50PM Michael Carr
Alexis Newton
20
LAB2 MSC W301 F      2:30PM - 3:20PM Michael Carr
Alexis Newton
20
LAB3 MSC W307C F      10:00AM - 10:50AM Michael Carr
Maxwell Auerbach
20
LAB4 MSC N301 F      11:00AM - 11:50AM Michael Carr
Maxwell Auerbach
20
MATH211 Multivariable Calculus Credits: 3
Section Location Meeting Time Instructor Enrollment
1 MSC W301 MW      8:30AM - 9:45AM Michael Carr 40
2 MSC W201 MW      5:30PM - 6:45PM Jeffrey Yelton 40
3 ONLINE MW      11:30AM - 12:45PM Juan Villeta-Garcia 40
MATH212 Differential Equations Credits: 3
Section Location Meeting Time Instructor Enrollment
1 MSC W301 TuTh      1:00PM - 2:15PM Manuela Manetta 35
2 WH 110 TuTh      11:30AM - 12:45PM Matthew Just 35
3 WH 102 TuTh      1:00PM - 2:15PM Matthew Just 35
MATH221 Linear Algebra Credits: 4
Section Location Meeting Time Instructor Enrollment
1 WH 103
MSC W301
MW   10:00AM - 11:15AM
F   8:30AM - 9:20AM
Brooke Ullery
Santiago Arango
25
10 MSC W201
MSC W303
TuTh   5:30PM - 6:45PM
F   4:00PM - 4:50PM
Andrew Kobin
Jasmine Camero
25
2 WH 103
MSC W301
MW   10:00AM - 11:15AM
F   10:00AM - 10:50AM
Brooke Ullery
Santiago Arango
25
3 MSC W201
MSC W301
MW   11:30AM - 12:45PM
F   11:30AM - 12:20PM
Yuanzhe Xi
Jiaqi Yang
25
4 MSC W201
MSC W303
MW   11:30AM - 12:45PM
F   10:00AM - 10:50AM
Yuanzhe Xi
Jiaqi Yang
25
5 WH 206
MSC W301
TuTh   2:30PM - 3:45PM
F   1:00PM - 1:50PM
Andrew Kobin
Shilpi Mandal
25
6 WH 206
MSC W303
TuTh   2:30PM - 3:45PM
F   11:30AM - 12:20PM
Andrew Kobin
Shilpi Mandal
25
9 MSC W201
MSC W201
MSC W303
Tu   5:30PM - 6:45PM
Th   5:30PM - 6:30PM
F   2:30PM - 3:20PM
Andrew Kobin
Jasmine Camero
25
MATH250 Foundations of Mathematics Credits: 3
Section Location Meeting Time Instructor Enrollment
1 ONLINE M      8:30AM - 9:45AM Maja Taskovic 18
3 MSC W303 MW      2:30PM - 3:45PM Victoria Powers 20
4 MSC W303 TuTh      8:30AM - 9:45AM Dwight Duffus 20
5 MSC N306 TuTh      2:30PM - 3:45PM David Zureick-Brown 18
6 MSC N304 TuTh      11:30AM - 12:45PM Robert Roth 20
MATH315 Numerical Analysis Credits: 4
Section Location Meeting Time Instructor Enrollment
1 MSC W201 TuTh  8:30AM - 9:45AM
F      8:30AM - 9:20AM
Alessandro Veneziani
Alex Dunbar
40
2 MSC W301
MSC W201
TuTh   11:30AM - 12:45PM
F   11:30AM - 12:20PM
Manuela Manetta
Ariana Brown
40
MATH318 Complex Variables Credits: 3
Section Location Meeting Time Instructor Enrollment
1 MSC W301 TuTh      8:30AM - 9:45AM Shanshuang Yang 35
MATH328 Number Theory Credits: 3
Section Location Meeting Time Instructor Enrollment
1 MSC N301 TuTh      1:00PM - 2:15PM David Zureick-Brown 20
MATH346 Intro to Optimization Theory Credits: 3
Section Location Meeting Time Instructor Enrollment
1 ONLINE TuTh      11:30AM - 12:45PM Sima Ahsani 40
2 MSC W303 TuTh      2:30PM - 3:45PM Sima Ahsani 40
MATH347 Intro to Nonlinear Optimization Credits: 3
Section Location Meeting Time Instructor Enrollment
1 MSC W303 MW      4:00PM - 5:15PM Elizabeth Newman 20
MATH351 Partial Differential Equations Credits: 3
Section Location Meeting Time Instructor Enrollment
1 MSC W201 TuTh      10:00AM - 11:15AM Alessandro Veneziani 40
MATH361 Mathematical Statistics I Credits: 3
Section Location Meeting Time Instructor Enrollment
1 ONLINE W      8:30AM - 9:45AM Bree Ettinger 47
2 ONLINE Th      10:00AM - 11:15AM Bree Ettinger 47
MATH411 Real Analysis I Credits: 3
Section Location Meeting Time Instructor Enrollment
1 MSC W301 MW      10:00AM - 11:15AM David Borthwick
Bryce Frederickson
35
MATH421 Abstract Algebra I Credits: 3
Section Location Meeting Time Instructor Enrollment
1 MSC E408 MW      11:30AM - 12:45PM Suresh Venapally 20
MATH425 Mathematical Economics Credits: 4
Section Location Meeting Time Instructor Enrollment
1 MSC N302 MW      10:00AM - 11:15AM Victoria Powers
In-Koo Cho
20



Graduate MATH Courses

MATH511 Analysis I Credits: 3
Content: An introduction to fundamental analytic concepts including: The complex number system, geometry and topology of the complex plane, analytic functions, conformal mappings, complex integration, and singularities.
Texts: TBA
Assessments: TBA
Prerequisites: TBA
Section Location Meeting Time Instructor Enrollment (max)
1 MSC E406 TuTh      10:00AM - 11:15AM Shanshuang Yang 18
MATH515 Numerical Analysis I Credits: 3
Content: Course will cover fundamental parts of numerical linear algebra including matrix factorizations, solution of linear systems and least-squares problems, the calculation of eigenvalues and eigenvectors, and basic notions on iterative methods for large-scale matrix problems. Issues pertaining to conditioning and numerical stability will be thoroughly analyzed. We will also point out and use links to other mathematical and computer science disciplines such as mathematical modelling, computer architectures and parallel computing.
Texts: TBA
Assessments: TBA
Prerequisites: TBA
Section Location Meeting Time Instructor Enrollment (max)
1 MSC N302 TuTh      1:00PM - 2:15PM James Nagy 20
MATH517 Iterative Methods for Linear Systems Credits: 3
Content: TBA
Texts: TBA
Assessments: TBA
Prerequisites: Prerequisite MATH 516
Section Location Meeting Time Instructor Enrollment (max)
1 MSC E406 MW      8:30AM - 9:45AM Yuanzhe Xi 15
MATH521 Algebra I Credits: 3
Content: Finite groups, Sylow theorems, principal ideal domains and unique factorisation domains, structure theorem for modules over principal ideal domains and consequences in linear algebra, tensor products, symmetric and exterior algebras, the functors Ext and Tor.
Texts: TBA
Assessments: TBA
Prerequisites: TBA
Section Location Meeting Time Instructor Enrollment (max)
1 MSC E406 MW      2:30PM - 3:45PM Parimala Raman 15
MATH531 Graph Theory I Credits: 3
Content: The course will cover some fundamental concepts in structural and extremal graph theory, including matchings, connectivity, graph planarity, graph colorings, flows, minors and topological minors, Hamiltonian cycles and paths, Ramsey Theory, and Szemeredi's regularity lemma.
Texts: TBA
Assessments: TBA
Prerequisites: TBA
Section Location Meeting Time Instructor Enrollment (max)
1 MSC E408 MW      10:00AM - 11:15AM Liana Yepremyan 15
MATH543 Algebraic Topology I Credits: 3
Content: Homotopy theory, the fundamental group, free products of groups with amalgamation, Van Kampen's Theorem, covering spaces, classification of surfaces, classifying spaces, higher homotopy groups
Texts: TBA
Assessments: TBA
Prerequisites: TBA
Section Location Meeting Time Instructor Enrollment (max)
1 MSC E406 MW      1:00PM - 2:15PM Suresh Venapally 15
MATH545 Introduction to Differential Geometry I Credits: 3
Content: An introduction to Riemannian geometry. The main goal is an understanding of the nature and uses of curvature, which is the local geometric invariant that measures the departure from Euclidean geometry. No previous experience in differential geometry is assumed, and we will rely heavily on pictures of surfaces in 3-space to illustrate key concepts.
Texts: TBA
Assessments: TBA
Prerequisites: TBA
Section Location Meeting Time Instructor Enrollment (max)
1 MSC E408 TuTh      11:30AM - 12:45PM Yiran Wang 20
MATH550 Functional Analysis Credits: 3
Content: An introduction to concepts and applications including: metric and normed spaces, Hilbert and Banach spaces, linear operators and functionals, compactness in metric and normed spaces, Fredholm's solvability theory, spectral theory, calculus in metric and normed spaces, selected applications.
Texts: TBA
Assessments: TBA
Prerequisites: Math 511, Math 512.
Section Location Meeting Time Instructor Enrollment (max)
1 MSC E406 MW      11:30AM - 12:45PM David Borthwick 15
MATH577R Seminar in Combinatorics Credits: 3
Content: The seminar in combinatorics is a research seminar for students and faculty. It runs weekly, and features speakers from outside Emory who come to talk about topics of interest to the Emory faculty.
Texts: TBA
Assessments: TBA
Prerequisites: TBA
Section Location Meeting Time Instructor Enrollment (max)
1 MSC E408 F      3:00PM - 4:00PM Dwight Duffus 20
MATH578R Seminar in Algebra Credits: 1-9
Content: Research topics in algebra of current interest to faculty and students.
Texts: TBA
Assessments: TBA
Prerequisites: TBA
Section Location Meeting Time Instructor Enrollment (max)
1 MSC W301 Tu      4:00PM - 5:00PM David Zureick-Brown 20
MATH579R Seminar in Analysis Credits: 3
Content: TBA
Texts: TBA
Assessments: TBA
Prerequisites: TBA
Section Location Meeting Time Instructor Enrollment (max)
1 MSC E406 Th      4:00PM - 6:00PM 20
MATH590 Teaching Seminar Credits: 3
Content: This seminar will concentrate on effective teaching techniques in mathematics. Topics included will include: General advice for new TA's. General advice for International TA's. Students will present several practice lectures over different levels of material. They will receive practice on quiz and test preparation. Syllabus information on courses most likely to be taught by new TA's will be supplied. General professional development information will also be included.
Texts: TBA
Assessments: TBA
Prerequisites: TBA
Section Location Meeting Time Instructor Enrollment (max)
1 MSC E408 F      11:00AM - 12:00PM Bree Ettinger
Juan Villeta-Garcia
20
MATH789 Topics in Analysis: Seminar on Computational Mathematics for Data Science Credits: 3
Content: Despite the widespread and increasing use of deep learning in a wide range of areas, including (but not limited) to data science, the development of its mathematical and computational foundations remains an urgent and very active field of research. Contributing to a better understanding and improved algorithms is one of the focus areas of Emory's NSF-funded Research Training Group (RTG) on Computational Mathematics for Data Science at Emory. This RTG seminar seeks to expose graduate students, research-oriented undergraduate students, and early career researchers to recent developments of deep learning and its applications in data science (e.g., large-scale data analysis, inverse problems, data assimilation) and scientific machine learning (e.g., solving partial differential equations, optimal control problems). The overarching goal of this seminar is to help participants develop new research ideas and design projects that further advance computational methods for deep learning. We are particularly interested in mathematically sound approaches that help increase its robustness (e.g., learning from small data sets, adversarial attacks), scalability (e.g., more efficient architectures, learning algorithms, ...), and fairness (e.g., bias mitigation, ...).
Texts: TBA
Assessments: TBA
Prerequisites: TBA
Section Location Meeting Time Instructor Enrollment (max)
1 MSC N304 F      3:00PM - 4:00PM Lars Ruthotto 20
MATH789 Seminar in Scientific Computing Credits: 1
Content: TBA
Texts: TBA
Assessments: TBA
Prerequisites: TBA
Section Location Meeting Time Instructor Enrollment (max)
2 MSC W201 F      12:30PM - 1:30PM Yuanzhe Xi