Mathematics

Courses

• •  MATH 500 - History of Mathematics
• •  MATH 506 - Foundations of Mathematics II
• •  MATH 507 - Number Theory
• •  MATH 510 - Matrix Theory
• •  MATH 511 - Linear Algebra
• •  MATH 512 - Introduction to Algebraic Coding Theory
• •  MATH 513A - Introduction to Modern Algebra
• •  MATH 513B - Introduction to Modern Algebra
• •  MATH 529 - Topics in Mathematics of Elementary and Secondary Schools
• •  MATH 539 - Topics in Geometry
• •  MATH 540 - Vector Analysis
• •  MATH 541 - Fourier Analysis and Partial Differential Equations
• •  MATH 542 - Theory of Linear and Nonlinear Programming
• •  MATH 543 - Mathematical Modeling and Optimization
• •  MATH 544 - Introduction to Numerical Analysis
• •  MATH 545 - Advanced Numerical Methods
• •  MATH 546 - Numerical Linear Algebra
• •  MATH 548 - Introduction to Waves and Wavelets with Applications
• •  MATH 549 - Advanced Differential Equations
• •  MATH 550A - Theory of Statistics
• •  MATH 550B - Theory of Statistics
• •  MATH 550C - Theory of Statistics
• •  MATH 551 - Stochastic Processes
• •  MATH 552 - Statistical Computing
• •  MATH 555 - Basic Principles of Actuarial Science
• •  MATH 556 - Theory of Interest and Life Contingencies
• •  MATH 560A - Advanced Calculus
• •  MATH 560B - Advanced Calculus
• •  MATH 560C - Advanced Calculus
• •  MATH 570 - Complex Variables
• •  MATH 580A - Elementary Point Set Topology
• •  MATH 580B - Elementary Point Set Topology
• •  MATH 586 - Introduction to Bioinformatics
• •  MATH 598 - Internship
• •  MATH 599 - Selected Topics in Mathematics
• •  MATH 600A - Set Theory
• •  MATH 600B - Set Theory
• •  MATH 610 - Topics in Applied Abstract Algebra
• •  MATH 611 - Topics in Applied Abstract Algebra— Group Theory Applications
• •  MATH 613 - Group Theory
• •  MATH 614 - Rings and Modules
• •  MATH 615 - Galois Theory
• •  MATH 630A - Tensor Analysis on Manifolds
• •  MATH 630B - Tensor Analysis on Manifolds
• •  MATH 630C - Tensor Analysis on Manifolds
• •  MATH 640A - Numerical Analysis
• •  MATH 640B - Numerical Analysis
• •  MATH 640C - Numerical Analysis
• •  MATH 641A - Methods of Applied Mathematics
• •  MATH 641B - Methods of Applied Mathematics
• •  MATH 641C - Methods of Applied Mathematics
• •  MATH 642A - Optimization Theory
• •  MATH 642B - Optimization Theory
• •  MATH 642C - Optimization Theory
• •  MATH 645A - Differential Equations
• •  MATH 645B - Differential Equations
• •  MATH 645C - Differential Equations
• •  MATH 647A - Special Functions
• •  MATH 647B - Special Functions
• •  MATH 651A - Linear Models
• •  MATH 651B - Time Series Analysis
• •  MATH 652 - Experimental Design
• •  MATH 660A - Real Analysis
• •  MATH 660B - Real Analysis
• •  MATH 660C - Real Analysis
• •  MATH 670A - Complex Analysis
• •  MATH 670B - Complex Analysis
• •  MATH 670C - Complex Analysis
• •  MATH 671A - Potential Theory
• •  MATH 671B - Potential Theory
• •  MATH 680A - Point Set Topology
• •  MATH 680B - Point Set Topology
• •  MATH 680C - Point Set Topology
• •  MATH 690 - Independent Study
• •  MATH 692 - Project in Computational Mathematics
• •  MATH 695 - Thesis
• •  MATH 699 - Topics in Mathematics
• •  MATH 710A - Group Theory
• •  MATH 710B - Group Theory
• •  MATH 711A - Theory of Rings and Modules
• •  MATH 711B - Theory of Rings and Modules
• •  MATH 730A - Differential Geometry—Classical
• •  MATH 730B - Differential Geometry—Classical
• •  MATH 731A - Differential Geometry—Modern
• •  MATH 731B - Differential Geometry—Modern
• •  MATH 740A - Ordinary Differential Equations
• •  MATH 740B - Ordinary Differential Equations
• •  MATH 740C - Ordinary Differential Equations
• •  MATH 741A - Partial Differential Equations
• •  MATH 741B - Partial Differential Equations
• •  MATH 741C - Partial Differential Equations
• •  MATH 760A - Measure and Integration
• •  MATH 760B - Measure and Integration
• •  MATH 761A - Functional Analysis
• •  MATH 761B - Functional Analysis
• •  MATH 761C - Functional Analysis
• •  MATH 780A - General Topology
• •  MATH 780B - General Topology
• •  MATH 780C - General Topology
• •  MATH 809 - Topics in the Foundation and History of Mathematics and in Number Theory