Mathematics (Graduate Program)

For information regarding the UNDERGRADUATE PROGRAM, click here.  

Program Overview

The Department of Mathematics offers graduate studies leading to the Master of Science (MS) and Doctor of Philosophy (PhD) degrees. The department has around 50 professors plus several postdoctoral fellows and visiting faculty. The broad range of research represented by the faculty make available to graduate students a remarkable range of specializations in pure and applied mathematics, including topological algebra, algebraic topology, geometry, knot theory, number theory, graph theory, matroid theory, optimization, representation theory, mathematical physics, spectral theory, control theory, partial differential equations, material science, scientific computing, numerical analysis, Lie groups, harmonic analysis, probability theory, and stochastic analysis.

Administration

Admission

Applications and supporting materials for all graduate study must be submitted through the LSU Graduate School online application site that can be accessed at http://www.lsu.edu/graduateschool/. Official transcripts, official test scores, and other materials that come from third-party sources must be mailed to: LSU Office of Graduate Admissions, 114 West David Boyd Hall, Baton Rouge, LA 70803. These paper documents are stored electronically, and departments have access to all materials submitted by and/or on behalf of a student applying to graduate study.

Applications for admission for the fall semester should be received with all supporting documents by January 15. Late applicants will be considered so long as openings remain. Complete detailed departmental instructions for application are given at www.math.lsu.edu/grad/applprocd. Applicants must adhere to the application deadlines and requirements established by the Graduate School.

Students seeking admission must submit satisfactory credentials from previous college and/or graduate study, GRE general test scores, and three letters of recommendation. These letters are important and should be written by professors who can attest from direct knowledge to the applicant’s readiness for graduate study in mathematics. A statement of purpose presenting the student’s mathematical experience, interests, and goals must be provided. International students whose native language is not English must also submit an acceptable TOEFL, IELTS, or PTE score.

Financial Assistance

The Mathematics Department offers financial aid primarily in the form of teaching assistantships, which are detailed at http://www.math.lsu.edu/grad/funding. There are also research assistantships provided by individual faculty members in the Department on an ad-hoc basis and other fellowships from time to time. A “Statement of Purpose” must be included as part of the application. It is needed so that the department can ascertain whether the student’s experience, preparation, and goals are compatible with the department’s research interests and programs. To ensure consideration for all available forms of financial aid, all application materials, with full supporting documents, should be submitted through the LSU Graduate School online application site that can be accessed at http://www.lsu.edu/graduateschool/, and in accordance with deadlines and requirements established by the LSU Graduate School. The department will consider late applications, but offers of financial aid will be made beginning in February. Late applicants can be considered for remaining openings or for declined financial aid offers.

Graduate Faculty

(check current faculty listings by department here)

Pramod Achar (M) • Representation theory of algebraic groups
Yuri Antipov (M) • Integral and functional equations of continuum mechanics
Scott Baldridge (M) • Geometric topology, differential geometry, gauge theory
Christin Bibby (6A) • Combinatorics, algebraic geometry, and topology
Susanne C. Brenner (M) • Scientific computing & numerical analysis, multigrid methods
Aynur Bulut (6A) • Partial differential equations
Li Chen (6A) • Probability, real analysis, harmonic analysis
Daniel Cohen (M) • Topology and combinatorics
Pallavi Dani (M) • Geometric group theory
Oliver Dasbach (M) • Knot theory, braid groups, low-dimensional topology
Charles N. Delzell (M) • Real algebraic geometry
Guoli Ding (M) • Graph theory, combinatorics
Ricardo Estrada (M) • Asymptotic expansions, Fourier analysis, integral equations
Arnab Ganguly (6A) • Probability, stochastic analysis
Rui Han (6A) • Mathematical physics, harmonic analysis, spectral theory
Hongyu He (M) • Representation theory and harmonic analysis
Jerome W. Hoffman (M) • Algebraic geometry
Hui-Hsiung Kuo (EM) • Probability
Jimmie D. Lawson (EM) • Topological algebra
Robert P. Lipton (M) • Calculus of variations and PDE, optimal material design
Ling Long (M) • Number theory
James J. Madden (M) • Algebraic geometry
Michael Malisoff (M) • Control theory and nonlinear differential equations
Jorge Morales (EM) • Quadratic forms
Frank M. Neubrander (M) • Operator semi-group, partial differential equations
Siu-Hung Ng (M) • Hopf algebras and tensor categories, quantum groups
Phuc Cong Nguyen (M) • Partial differential equations, harmonic analysis, nonlinear potential theory
Gestur Olafsson (M) • Lie groups
Bogdan Oporowski (M) • Graph theory
James G. Oxley (M) • Matroid theory, graph theory
Leonard F. Richardson (M) • Harmonic analysis on homogeneous spaces
Boris Rubin (M) • Harmonic analysis, Radon transforms, wavelets
Daniel Sage (M) • Representation theory, algebraic geometry, material science
Kevin Shreve (A6) • Geometry and topology
Stephen Shipman (M) • Photonic band gap materials, discrete nonlinear Schrodinger equations
Lawrence J. Smolinsky (M) • Knot theory, algebraic topology
Padmanaban Sundar (M) • Probability and statistics
Li-yeng Sung (M) • Partial differential equations, scientific computing
Andrei Tarfulea (6A) Partial differential equations, fluid mechanics, mathematical physics
Michael M. Tom (M) • Partial differential equations
Fang-Ting Tu (6A) • Number Theory
David Shea Vela-Vick (M) • Contact and symplectic geometry, low-dimensional topology, Riemannian geometry
Shawn Walker (M) • Finite element methods, free boundary problems, PDE-constrained (shape) optimization
Xiaoliang Wan (M) • Stochastic modeling, numerical methods for stochastic PDEs, minimum action method
Peter R. Wolenski (M) • Control theory
Anton Zeitlin(6A) • Representation theory, Mathematical physics
Hongchao Zhang (M) • Nonlinear optimization and its applications, numerical analysis, numerical linear algebra
Jiuyi Zhu (6A) • Partial differential equations, harmonic analysis, geometric analysis

Programs

• Mathematics for Advanced Secondary Institutions Graduate Certificate

• Mathematics, M.S.

• Mathematics, Ph.D.