RPI Mathematical Sciences: Course Materials

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$Mathematical Sciences$

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Course Materials

Course Descriptions

Resources

Ready... Set... Calculus

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$Mathematical Sciences$

Course Websites - Under Construction

Includes special topics courses.

Fall 2009		Professor
Calculus I Sections 1-8		McLaughlin, H
Calculus I Sections 9-16		Rubenfeld, L
Calculus I Sections 17-20		Schmidt
Calculus I Sections 21-24		Piper
Calculus II Sections 1-4		Kiehl
Calculus II Sections 5-12		Ecker
Calculus II Sections 13-16		Herron
Calculus for Management Sections 1 & 2		Ecker
Calculus for Architechture and Humanities Sections 10-13		Kiehl
Art and Science of Math I		Kapila/Schwendeman
Multivariable Calculus and Matrix Algebra Sections 1-4, 9-12		Schmidt
Multivariable Calculus and Matrix Algebra Sections 5-8		Lim
Introduction to Differential Equations Sections 1-8		Boudjelkha
Introduction to Differential Equations Sections 9-12		Shkarayev
Introduction to Differential Equations Sections 13-16		Kovacic
Introduction to Differential Equations Sections 17-20		Siegmann
Intro to Discrete Structures Sections 1-4		Mitchell
Foundations of Analysis		Kiehl
Linear Algebra		Zuker
Mathematical Analysis I		Kovacic
Ordinary Diffeq and Dynamics		Lvov
Advanced Calculus		Boudjelkha
Foundations of Applied Mathematics		Holmes
Math in Medicine and Biology		Isaacson
Intro to Financial Mathematics and Engineering		Lim
Numerical Computing		Lvov
Introduction to Functional Analysis		McLaughlin, J
Complex Analysis		Cheney
Partial Differential Equations		Isaacson
Methods of Applied Mathematics		Kapila
Intro to Hydrodynamic Stability		Herron
Computational Linear Algebra		Li
Numerical Solutions of Partial Differential Equations		Schwendeman
Nonlinear Programming		Mitchell
Nonlinear Waves		Lvov

Course Websites from Previous Semesters:

Spring 2009
Fall 2008
Spring 2008

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