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Mathematical Sciences

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Mathematical Sciences Course Materials

Fall 2006 Professor
MATH-1010
Calculus I Sections 1-2, 4
David Schmidt
MATH-1010
Calculus I Sections 5-8, 21-24
Maya Kiehl
MATH-1010
Calculus I Sections 9-12
Jennifer Blue
MATH-1010
Calculus I Sections 13-16
Bruce Piper
MATH-1010
Calculus I Sections 3, 17-20
Staff
MATH-1020
Calculus II Sections 1-4, 13-16
Staff
MATH-1020
Calculus II Sections 5-12
David Schmidt
MATH-1500
Calculus for Management Sections 1-2
Joseph Ecker
MATH-1500
Calculus for Architecture and H&SS Sections 10-13
Maya Kiehl
MATH-1900
Art & Science of Mathematics I
Bruce Piper
MATH-2010
Multivariable Calculus and Matrix Algebra Sections 1-4
Ash Kapila
MATH-2010
Multivariable Calculus and Matrix Algebra Sections 5-8
Isom Herron
MATH-2400
Introduction to Differential Equations Sections 1-4, 17-20
Mohamed Boudjelka
MATH-2400
Introduction to Differential Equations Sections 5-8
Mark Holmes
MATH-2400
Introduction to Differential Equations Sections 9-12
Margaret Cheney
MATH-2400
Introduction to Differential Equations Sections 13-16
Staff
MATH-2800
Introduction to Discrete Structures
McLaughlin
MATH-4040
Introduction to Topology
Bruce Piper
MATH-4100
Linear Algebra Section 1
Michael Zuker
MATH-4100
Linear Algebra Section 2
Eldar Giladi
MATH-4200
Mathematical Analysis I Section 1
Victor Roytburd
MATH-4200
Mathematical Analysis I Section 2
Gregor Kovacic
MATH-4400
Ordinary Differential Equations and Dynamical Systems
Gregor Kovacic
MATH-4600
Advanced Calculus
Mohamed Boudjelka
MATH-4700
Foundations of Applied Mathematics
Mark Holmes
MATH-4740
Introduction to Financial Mathematics and Engineering
Chjan Lim
MATH-4800
Numerical Computing Section 1
Ash Kapila
MATH-4800
Numerical Computing Section 2
Yuri Lvov
MATH-6220
Introduction to Functional Analysis
McLaughlin
MATH-6500
Partial Differential Equations
David Isaacson
MATH-6600
Methods of Applied Mathematics
Isom Herron
MATH-6800
Computational Linear Algebra
Eldar Giladi
MATH-6890
Numerical Methods in Fluid Dynamics
Donald Schwendeman
MATH-6960
Topics in Numerical Methods: Discontinuous Galerkin Methods
Fengyan Li

Course Materials from Previous Semesters:

Spring 2007
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Spring 2002
Fall 2001
Spring 2001
Spring 2000
Fall 1999
Spring 1999

Fall 1998
Spring 1998
Fall 1997
Spring 1997
Fall 1996
Spring 1996

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