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Home > Resources >Mathematical Sciences

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Includes special topics courses.

Spring 2014 Professor
Calculus I
Sections 1-2
Mazzone
Calculus II
Sections 1-4, 5-8
Kiehl
Calculus II
Sections 9-12
Mazzone
Calculus II
Sections 13-16 , 17-20
Kucinski
Calculus II
Sections 21-24
Schmidt
Mathematical Methods in Management and Economics
Sections 1-2
Blue
Contemporary Mathematical Ideas in Society
Sections 11-14
Blue
Art and Science of Math II Holmes/Li
Multivariable Calculus and Matrix Algebra
Sections 1-8
Schmidt
Multivariable Calculus and Matrix Algebra
Sections 9-12
Farrell
Introduction to Differential Equations
Sections 1-4, 9-12
Boudjelkha
Introduction to Differential Equations
Sections 5-8
Lvov
Introduction to Differential Equations
Sections 13-16
Farrell
Introduction to Data Mathematics Piper/Bennett
Abstract Algebra Zuker
Foundations of Analysis Kiehl
Fundamentals of Geometry Piper
Mathematical Analysis II
McLaughlin, H.
Intro Complex Variables: Theory & Applications
Isaacson
Methods of PDEs of Mathematical Physics Kapila
Advanced Calculus Boudjelkha
Numerical Computing - Sec 1 Holmes
Numerical Computing - Sec 2 Schwendeman
Intro to Numerical Methods for Differential Equations Henshaw
Real Analysis Isaacson
Intro to Functional Analysis Lim
Ordinary Differential Equations Kovacic
Perturbation Methods Kapila
Stochastic Processes and Modeling Kramer
Financial Mathematics and Simulation Lim
Finite Element Analysis Li
Intro to Research in Mathematics Schwendeman
Computational Optimization Kupferschmid
Linear Programming Mitchell

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