REU Main Page

Students by Year

2008

Nate Chandler
nathaniel.chandler%ncf.edu
New College (Florida)
Chandler, N. (2008) Rigid Homology of Graphs. (pdf)
Chandler, N. (2008) Singular Homology of Graphs. (pdf)

Edward Chien
Edward.D.Chien%dartmouth.edu
Dartmouth
Chien, E. (2008) Boundary Value Problems on a Network and Its Dual. (pdf)
Chien, E. (2008) Figures for the paper. (pdf)

Jacqueline Corbitt
high.on.lif3%gmail.com
Brigham Young
Corbitt, J.; Maltiel, R. (2008) Recovering Information Starting Points. (pdf)
Corbitt, J.; Maltiel, R. (2008) New Directions for Rumor Mongers. (doc)
Corbitt, J.; Maltiel, R. (2008) Compare Rumor Methods. (sws)

Gary Furnish
gfurnish%gfurnish.net
Utah
Furnish, G. (2008) Sage-Symbolics. (pdf)

Kris Harper
orangejuice128%gmail.com
Chicago
Harper, K. (2008) On the Recoverability of Amalgamated and Separated Graphs Using Medial Graphs. (pdf)

Ben Hayes
hayes_benjamin%jhotmail.com
University of Washington
Hayes, B. (2008) Sufficient Conditions for an Electrical Network to be N-to-One. (tex, dvi, pdf)
Hayes, B. (2008) Ergodicity Of Nilpotent Group Actions, Gauss's Lemma And Mixing In The Heisenberg Group. (senior thesis) (pdf)

Chad Klumb
cklumb%gmail.com
University of Washington

Matthew Lewandowski
mattl%sas.upenn.edu
Penn
Lewandowski, M. (2008) Determinant of a Principle Proper Submatrix of the Kirchhoff Matrix. (pdf)
Lewandowski, M. (2008) Who's Stealing My Current? (pdf)
Lewandowski, M. (2008) Logarithmic Recovery of the Tetrahedron. (mw)

Rachael Maltiel
rmaltiel09%students.claremontmckenna.edu
Claremont-McKenna
Corbitt, J.; Maltiel, R. (2008) Recovering Information Starting Points. (pdf)
Corbitt, J.; Maltiel, R. (2008) New Directions for Rumor Mongers. (doc)
Corbitt, J.; Maltiel, R. (2008) Compare Rumor Methods. (sws)

Eric Nitardy
nithardt%mac.com
University of Washington
Nitardy, E. (2008) The Random Walk Inner Products: A Forward and Inverse Problem. (pdf)
Nitardy, E. (2008) Random Walks on Graphs. (pdf)

Bill Shore
William_Shore%brown.edu
Brown
Shore, B. (2008) Layered Networks, the Discrete Laplacian, and a Continued Fraction Identity. (pdf)
Shore, B. (2008) Logarithmic Recovery of the Tetrahedron. (mw)

Stan Snelson
ses2140%columbia.edu
Columbia
Snelson, S. (2008) Discrete Inverse Transport. (pdf)
Snelson, S. (2008) Transport Equation. (pdf)

Brady Trainor
algebrat%u.washington.edu
University of Washington

Jon Weed
jweed%princeton.edu
Princeton
Weed, J. (2008) Kazhdan-Lusztig Polynomials. (pdf)

TAs

Owen Biesel
obiesel%princeton.edu

Mark Blunk
zeponinn%u.washington.edu

Tom Boothby
boothby%u.washington.edu

Ryan Card
card%math.washington.edu

Ernie Esser
jesser%u.washington.edu

Nicholas Reichert
nwr%u.washington.edu

Konrad Schroder
perseant%u.washington.edu

Faculty

Sara Billey
billey%math.washington.edu

David Ingerman
ingerman%math.mit.edu

Jim Morrow
morrow%math.washington.edu

William Stein
wstein%gmail.com