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TALK SCHEDULE (usually in C401)

Students

Tim Chang
Duke University
timothy.chang@duke.edu
Winning Strategies in To Knot or Not To Knot

Christina Cook
University of Arkansas
clc009@uark.edu
Eigenvectors and Eigenvalues of Layered Electrical Networks

Max Gross
University of Maryland
maxgross17@gmail.com
Vexillary Permutations

Rebecca Hoberg
University of Washington
rahoberg@gmail.com
The Theory of Pseudoknots

Gracie Ingermanson
University of Washington
gracei@u.washington.edu

Lee Johnson
Seattle University
johns193@seattleu.edu
The Theory of Pseudoknots

Tyler Johnson
University of Georgia
treedj@uga.edu
Discrete Approximations to the Dirichlet Problem

Nicole Marsaglia
University of Oregon
marsagle@uoregon.edu
Vexillary Permutations

Elizabeth Minten
University of South Carolina
minten@email.sc.edu
The Theory of Pseudoknots

Julio Oyervides
University of Texas - Pan American
sbc_center_17@hotmail.com
Annular Network with Three Rays and Two Circles and Five Rays and Three Circles

Stephen Rong
Washington University
stephenrong@wustl.edu
Constructing n-1 Graphs
stephen

Cynthia Wu
Gonzaga University
cwu2@zagmail.gonzaga.edu
Recovering Negative Conductivities
The Construction of 2n to 1 Graphs
n to 1 Graphs

John Zhang
University of Washington
jmzhang@u.washington.edu
Parametrizing Response Matrices

TA's

Courtney Kempton
University of Washington
cykempton@gmail.com
n-1 graphs
Courtney's thesis

Peter Mannisto
University of California, Berkeley
mannisto@math.berkeley.edu
The Connection-Determinant Formula
The Tree-Diagram Formula
Local Recoverability on Circular Planar Graphs
(All joint with Owen Biesel)

Elliot Paquette
University of Washington
elliot.paquette@gmail.com
references
Doyle and Snell
Lovasz
Lyons
Gaussian free fields

Matt Robinson
University of Washington
mrrobins@uark.edu
Various Calculations for the Continuous Electrical Conductivity Problem

Justin Tittelfitz
University of Washington
jtittelf[AT]math[DOT]washington[DOT]edu
  My REU papers (2006):
The Heat Equation on Discrete Domains
Spectral Results for the Graph Laplacian
  My Research:
Thermoacoustic Tomography in Elastic Media
  Other references:
Notes on Calderon Problem (M. Salo)
Numerical Work for Electrical Networks (A. Mamonov)
Notes on Radon (X-ray) Transform (S. Helgason)
Discrete Radon Transform (G. Beylkin)
Reconstruction of missing data in social networks based on temporal patterns of interactions (A. Stomakhin et al.) (Log in to UW library to access this article through IOP)

Ian Zemke
University of Washington
ianzemke@u.washington.edu
Schroedinger Networks
Infinite Networks
Ian's thesis

Faculty

Sara Billey
billey@math.washington.edu
University of Washington

Jim Morrow
University of Washington
morrow@math.washington.edu
Derivative of Lambda

Allison Henrich
Seattle University
allisonhenrich@gmail.com
Math Club Talk
Knot paper 1
Knot paper 2
Hanaki's paper
Kauffman's paper
Mosaic

Will's Stuff

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