David P. Roberts

Professor of Mathematics

University of Minnesota, Morris

 

Courses Taught

At UMM:


Spring 2016



Fall 2015


Spring 2015


Fall 2014




Spring 2014      



Fall 2013

            

Spring 2013    

Fall 2012            


Spring 2012


Fall 2011




Spring 2011


Fall 2010




Spring 2010



Fall 2009




Spring 2009

Fall 2008




Spring 2008


Fall 2007




Spring 2007


Fall 2006




Spring 2006

Fall 2005


Spring 2005


Fall 2004




Spring 2004



Fall 2003




Spring 2003


Fall 2002



Spring 2002


Fall 2001




Spring 2001


Fall 2000




Spring 2000



Fall 1999






Courses previous to UMM are full year, except when noted.


At Rutgers:


1998-1999

Calculus (two sections)


Liberal arts mathematics (fall semester)


1997-1998

Calculus (two sections)


Multivariable calculus (fall semester)


1996-1997

Calculus (two sections)


Liberal arts mathematics


At Caltech:


1995-1996

Algebra


1994-1995

Graduate algebra


At the University of Toronto:


1993-1994

Multivariable calculus (two sections, course head)


1992-1993

Multivariable calculus (two sections)


1991-1992

Multivariable calculus (two sections)


At the University of Chicago:


1990-1991

Honors Calculus


Plane algebraic curves (spring quarter)


1989-1990

Honors algebra


Representations of finite groups of Lie type (spring quarter)


1988-1989

Algebra


Introduction to analysis (winter quarter)


At Harvard:


1986-1987

Linear algebra and multivariable calculus

1021 Survey of Calculus

1101 Calculus I (two sections)

4241 Number Theory

(At ICERM )


1021 Survey of Calculus

3231 Abstract Algebra I

1021 Survey of Calculus

1101 Calculus I

2211 History of Math


1021 Survey of Calculus

3231 Abstract Algebra I

4241 Number theory

1101 Calculus I (two sections)


(Sabbatical)

(Sabbatical)


1021 Survey of Calculus

2202 Mathematical Perspectives

1012 Precalculus I: Functions

1101 Calculus I

4241 Number Theory


1013 Precalculus II: Trigonometry

1021 Survey of Calculus

2202 Mathematical Perspectives

1101 Calculus I

2211 History of Mathematics


1013 Precalculus II: Trigonometry

2202 Mathematical Perspectives

4241 Number Theory

1012 Precalculus I: Functions

1021 Survey of Calculus

1101 Calculus I


(Single Semester Leave)

1101 Calculus I

2211 History of Mathematics

3206H Introduction to Game Theory


1011 Precalculus

2202 Mathematical Perspectives

1011 Precalculus

1102 Calculus II

4241 Number Theory


1101 Calculus I

2202 Mathematical Perspectives

1101 Calculus I

2211 History of Mathematics

3206H Introduction to Game Theory


(Sabbatical)

(Sabbatical)


1101 Calculus I

2202 Mathematical Perspectives

1001(IS) First Year Seminar,

Math Across Cultures (two sections)

2211 History of Mathematics


1102 Calculus II

2202 Mathematical Perspectives

4993 Directed study

1021 Survey of Calculus

1101 Calculus I

4241 Number Theory


1102 Calculus II

2301 Mathematical Perspectives

1101 Calculus I

3221 Analysis


1102 Calculus II

2301 Mathematical Perspectives

1101 Calculus I

2111 Linear Algebra

4241 Number Theory


1101 Calculus II

2201 Pure Mathematics II

1101 Calculus I

2201 Pure Mathematics I

4993 Directed study


1102 Calculus II

4231 Abstract Algebra

4201 Directed study

1101 Calculus I

2111 Linear Algebra

4201 Complex Analysis

Senior Seminars Advised








Emily Auch


Sae Sun Kim

Sean Stockholm



Peter Ehlers  


Zeyun Lin






Jared Chang

Christine Hoffman


Thomas Mohr


Karl Schliep



Tony Bjorkland

Nate Christensen

Chad Seibert


Joy Heysse

Danielle Schatschneider

Melissa Helgeson

Yue Li




Kevin Scharber





Nicole Gallagher

Jason Eckert





Rachel Carlson

Zach Juhnke








Lisa Holloway

Ben Peterson





Eric Hansen

Susie Hanson

Stacy Nordgren

Amanda Quammen

Dan Wespetal



Shawna Beaudry


Jessi Gurr

Joanie Lofgren


Jeff Nelson

Jason Smith

Chad Ollestad

Chris Esterly

Hyung Kim



Greg Perry






Dominic Popowski






Bernoulli numbers and Faulhaber’s formula

Dessins d’enfants

Visualizing quadratic forms



Solutions to Schrodinger's equation for a trapezoidal well

Gauss sums as random walks






Random polynomials

Finding Galois groups by maximal subgroup elimination

Convergence rate of Robinson's game theory algorithm

The hydrogen atom



Prime certification

Colossally abundant numbers

The quadratic sieve


Aliquot sequences

Random power law graphs

ElGamal encryption

ESSes in random games




Continued fractions





The game of Hex

The Mandelbrot set





Vibonacci numbers

The prisoner's dilemma








Congruent numbers

A factoring algorithm





Colossally abundant numbers

Iterating x2+c

Game theory

Intertwining of eigenvalues

Approximating pi



Pascal's triangle with entries from groups

The 3x+1 problem

The Fourier series of the Devil's staircase

Stieltjes polynomials

RSA Encryption

Eigenvalues of graphs

Random Graphs

Spanning trees and determinants



GCD and factorization






Error correcting codes

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