RPI Mathematical Sciences: Course Materials

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$Mathematical Sciences$

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Course Materials

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Ready... Set... Calculus

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Includes special topics courses.

Spring 2013		Professor
Calculus I, Sections 1-3		Mazzone
Calculus II, Sections 1-8		Kiehl
Calculus II, Sections 9-16		McLaughlin, H.
Calculus II, Sections 17-20		Aminian
Calculus II, Sections 21-24		Schmidt
Mathematical Methods in Mgmt & Econ, Sec 1-2		Blue
Contemporary Mathematical Ideas in Society		Blue
Art and Science of Math I		Ecker/Roytburd
Multivariable Calculus and Matrix Algebra Sections 1-8		Schmidt
Multivariable Calculus and Matrix Algebra Sections 9-12		Aminian
Introduction to Differential Equations Sections 1-4 & 9-12		Boudjelkha
Introduction to Differential Equations Sections 5-8		Szabo
Introduction to Differential Equations Sections 5-8		Kramer
Intro to Discrete Structures Sections 1-4		Zuker
Intro to Discrete Structures Sections 5-8		Szabo
Abstract Algebra		Zuker
Intro to Number Theory		Piper
Foundations of Analysis		Kiehl
Graph Theory		Goldberg
Mathematical Analysis II		Roytburd
Intro to Complex Variables: Theory and Applications		Piper
Methods of PDE's of Mathematical Physics		Kapila
Advanced Calculus		Boudjelkha
Numerical Computing - Sec 1		Kapila
Numerical Computing - Sec 2		Holmes
Intro to Numerical Methods for Differential Equations		Isaacson
Fast Fourier Transforms		Kupferschmid
Complex Variables and Integral Transforms w/Appl.		Kovacic
Financial Mathematics and Simulation		Lim
Numerical Solution of Ordinary Differential Equations		Schwendeman
Nonlinear Functional Analysis and Optimization		McLaughlin, J.
Mathematical Statistics		Chan
Computational Optimization		Bennett
Combinatorial Optimization and Integer Programming		Mitchell

Course Websites from Previous Semesters:

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Rensselaer Polytechnic Institute (RPI)
110 8th Street, Troy, NY 12180 (518) 276-6000