RPI Mathematical Sciences: Course Materials

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$Mathematical Sciences$

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Course Materials

Course Descriptions

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Ready... Set... Calculus

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Home > Resources > $Mathematical Sciences$

Includes special topics courses.

Fall 2012		Professor
Calculus I Sections 1-4 & 25-28		McLaughlin
Calculus I Sections 5 - 8		Piper
Calculus I Sections 9-16		Kiehl
Calculus I Sections 17-20		Schmidt
Calculus II Sections 1-4		Turiel
Calculus II Sections 5-8		Blue
Calculus II Sections 9-16		Ecker
Calculus for Management Sections 1-4		Ecker
Art and Science of Math I		Ecker/Roytburd
Multivariable Calculus and Matrix Algebra Sections 1-4, 9-12		Schmidt
Multivariable Calculus and Matrix Algebra Sections 5-8, 13-16		Aminian
Introduction to Differential Equations Sections 1-8		Boudjelkha
Introduction to Differential Equations 9-12		Schwendeman
Introduction to Differential Equations Sections 13-16		Foster
Introduction to Differential Equations Sections 17-20		Lvov
Intro to Discrete Structures		Zuker
Multivariable Calc (last 6 wks of semester)		Kapila
Intro to Topology		Roytburd
Foundations of Analysis		Kiehl
Linear Algebra		Kovacic
Mathematical Analysis I		Roytburd
Ordinary Diffeq and Dynamical Systems		Kovacic
Advanced Calculus		Boudjelkha
Foundations of Applied Mathematics		Holmes
Mathematics in Medicine and Biology		Isaacson
Introduction to Financial Mathematics and Engineering		Lim
Numerical Computing, Section 1		Kapila
Numerical Computing, Section 2		Lvov
Introduction to Functional Analysis		McLaughlin, J
Partial Differential Equations		Isaacson
Methods of Applied Mathematics		Herron
Intro to Geophysical Fluids		Siegmann
Computational Linear Algebra		Li
Probabilty theory and Application		Bennett
Math Models of Operations Research		Kupferschmid
Nonlinear Programming		Mitchell

Course Websites from Previous Semesters:

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