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Students by Year

2010

Mark Bun
markmbun@cs.washington.edu
University of Washington
Bun, M. (2010) Convex Sets. (pdf)
Bun, M. (2010) Unsolved Problems In Intuitive Geometry. (pdf)

Meredith Daw
daw.meredith@gmail.com
University of Northern Arizona
Daw, M. (2010) MONOTONICITY OF EFFECTIVE ADMITTANCE OF A NETWORK. (pdf)

Maurice Fabien
msfabien@u.wasington.edu
University of Washington
Fabien, M. (2010) THE DIRICHLET BOUNDARY VALUE PROBLEM ON A FINITE CIRCULAR NETWORK USING EQUILIBRIUM MEASURE. (pdf)
Fabien, M. (2010) THE DIRICHLET BOUNDARY VALUE PROBLEM ON A FINITE CIRCULAR NETWORK. (pdf)

Eva Fornaeus
fornaeus@stanford.edu
Stanford University
Fornaeus, E.; Pardo, J. (2010) . (unavailable)

John Hardin
photonjohn314@gmail.com
University of North Carolina
Hardin, J. (2010) A Class of Non-planar Recoverable Electrical Networks. (pdf)

Will Johnson
willij6@u.washington.edu
University of Washington
Johnson, W. (2010) The Jacobian Determinant of the Conductivities-to-Response-Matrix Map for Well-Connected Critical Circular Planar Graphs. (pdf)
Johnson, W. (2010) Convexity and Dirchlet Problem for Directed Graphs -- the Dual Case. (pdf)
Johnson, W. (2010) Non-linear Electric Networks. (pdf)
Johnson, W. (2010) A Framework for the Addition of Knot-Type Combinatorial Games. (pdf)
Johnson, W. (2010) Recovery of Non-Linear Conductivities for Circular Planar Graphs. (pdf)
Johnson, W. (2010) Who Wins in "To Knot or Not to Knot" Played on Sums of Rational Shadows. (pdf)

Alexander Leaf
aleaf@princeton.edu
Princeton University
Leaf, A. (2010) Clique Number and Chromatic Number for Permutation Graphs. (pdf)

Jerry Li
jerryzli@u.washington.edu
University of Washington
Li, J. (2010) Uniqueness of Connections between Eectively Adjacent Circular Pairs. (pdf)

Hannah Manuel
hmanue3@tigers.lsu.edu
Louisiana State Unversity
Manuel, H. (2010) . (unavailable)

John Pardo
jpardo@nd.edu
Notre Dame University
Fornaeus, E.; Pardo, J. (2010) . (unavailable)

Brent Woodhouse
bwoodhouse729@gmail.com
Purdue University
Woodhouse, B.; Zizyte, M. (2010) Enumeration of Affine Permutations Avoiding Standard Permutations. (pdf)

Ian Zemke
ianzemke@u.washington.edu
University of Washington
Zemke, I. (2010) Schroedinger Networks. (pdf)

Milda Zizyte
mzizyte@uw.edu
University of Washington
Woodhouse, B.; Zizyte, M. (2010) Enumeration of Affine Permutations Avoiding Standard Permutations. (pdf)

Faculty

Angeles Carmona
angeles.carmona%upc.edu

Andres Encinas
andres.marcos.encinas%upc.edu

Allison Henrich
allisonhenrich%gmail.com

Jim Morrow
morrow%math.washington.edu