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Mathematical Sciences

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Includes special topics courses.

Spring 2009 Professor
Calculus I
Sections 1-3
Blue
Calculus II
Sections 1-6
McLaughlin, H
Calculus II
Sections 7-10
Aminian
Calculus II
Sections 11-14
Schmidt
Calculus II
Sections 15-18
Blue
Calculus II
Sections 19-22
Silver
Mathematical Methods in Management and Economics
Piper
Contemporary Mathematical Ideas in Society
Kiehl
Art and Science of Math Holmes
Multivariable Calculus and Matrix Algebra
Drew
Introduction to Differential Equations
Sections 1-4, 9-12
Boudjelkha
Introduction to Differential Equations
Sections 5-8
Cheney
Introduction to Differential Equations Sections 13-16 Turiel
Introduction to Discrete Structures Schmidt
Introduction to Number Thoery Piper
Foundations of Analysis Kiehl
Mathematical Analysis II Kovacic
Intro Complex Variables: Theory and Applications Shkarayev
Methods of PDEs of Mathematical Physics Isaacson
Advanced Calculus Boudjelkha
Numerical Computing
Section 1
Kapila
Numerical Computing
Section 2
Lvov
Intro to Numerical Methods for Differential Equations Li
Undergraduate Research in Applied and Computational Mathematics Holmes
Functional Analysis and Analysis for Nonlinear Operators J. McLaughlin
Complex Variables and Integral Transforms with Applications Herron
Financial Mathematics and Simulation Lim
Markov Chains and Monte-Carlo Methods Lim
Stachastic Modeling in Physics and Microbiology Kramer
Numerical Solution of Ordinary Differential Equations Schwendeman
Computational Optimization Blue
Combinatorial Optimization and Integer Programming Mitchell

Course Websites from Previous Semesters:

Spring 2008
Fall 2007

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