Program: Mathematics MA - University at Buffalo

Apr 09, 2025

WORKING 2025-2026 Graduate Catalog

The Department of Mathematics offers rigorous graduate programs that combine study and research opportunities under the direction of an internationally-known faculty. Students participate in mathematical research in the primary areas of analysis, algebra, applied mathematics and geometry/topology. Area seminars inform faculty and students on current advancements in mathematics. Mathematical training is balanced with faculty mentoring. The goal is to give students the best possible preparation for the many career opportunities available in academia, industry and government.

Required Core (18 credits)

Select Applied Math Track or Pure Math Track:

Applied Math Track Required Core (18 credits)

MTH 534LEC - Basic Measure Theory Credits: 3
MTH 537LEC - Intro Numeric Analysis 1 Credits: 3
MTH 538LEC - Intro Numeric Analysis 2 Credits: 3
MTH 539LEC - Method of Applied Math 1 Credits: 3
MTH 540LEC - Method of Applied Math 2 Credits: 3
MTH 625LEC - Complex Variables Credits: 3

Pure Math Track Required Core (18 credits)

MTH 519LEC - Intro to Abstract Algebra Credits: 3
MTH 520LEC - 2nd Course Linear Algebra Credits: 3
MTH 527LEC - Introductn to Topology 1 Credits: 3
MTH 528LEC - Intro to Topology 2 Credits: 3
MTH 534LEC - Basic Measure Theory Credits: 3
MTH 625LEC - Complex Variables Credits: 3

Electives & Culminating Experience (12 credits)

Electives (6-12 credits)

Number of elective credits may vary depending on choice made to complete the culminating experience. Be sure to complete enough elective credit to reach 30 minimum total credit hours.

Select from all Graduate level Mathematics (MTH) courses.

Culminating Experience: Exam, Project or Thesis (0-6 credits)

MTH 589TUT - Project Guidance Credits: 3
MTH 800TUT - Thesis Guidance Credits: 1 - 12

Total Credit Hours: 30

3.0 Degree GPA required

Program Learning Outcomes (PLOs)

1) Upon graduation, students will have acquired both a conceptual and an operational understanding of at least three core areas of mathematics listed as follows: real and complex analysis, including ordinary differential equations; modern algebra, including linear algebra and abstract algebra; topology and geometry, including point-set topology and homotopy theory; methods of applied mathematics; and numerical analysis.

2) Upon graduation, students will be able to understand, construct, and communicate proofs of mathematical theorems.

3) Upon graduation, students will be able to study and understand mathematical articles in their area of specialization.

4) Upon graduation, students will be able to communicate the major tenets of their field orally and in writing for students and peers.

In Person (100 percent of courses offered in person)

SED Statement

This program is officially registered with the New York State Education Department (SED).