TALK SCHEDULE (usually in C401)
Mark Bun
University of Washington
markmbun@cs.washington.edu
Convex Sets
Unsolved Problems In Intuitive Geometry
Meredith Daw
University of Northern Arizona
daw.meredith@gmail.com
MONOTONICITY OF EFFECTIVE ADMITTANCE OF A NETWORK
Maurice Fabien
University of Washington
msfabien@u.wasington.edu
THE DIRICHLET BOUNDARY VALUE PROBLEM ON A FINITE CIRCULAR NETWORK USING EQUILIBRIUM MEASURE
THE DIRICHLET BOUNDARY VALUE PROBLEM ON A FINITE CIRCULAR NETWORK
Eva Fornaeus
Stanford University
fornaeus@stanford.edu
Knot Defeat is a Victory
John Hardin
University of North Carolina
photonjohn314@gmail.com
A Class of Non-planar Recoverable Electrical Networks
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
Alexander Leaf
Princeton University
aleaf@princeton.edu
Clique Number and Chromatic Number for Permutation Graphs
Jerry Li
University of Washington
jerryzli@u.washington.edu
Uniqueness of Connections between Eectively Adjacent Circular Pairs
Hannah Manuel
Louisiana State Unversity
hmanue3@tigers.lsu.edu
Representing Permutaions as Links
John Pardo
Notre Dame University
jpardo@nd.edu
Knot Defeat is a Victory
Brent Woodhouse
Purdue University
bwoodhouse729@gmail.com
Enumeration of Affine Permutations Avoiding Standard Permutations
Ian Zemke
University of Washington
ianzemke@u.washington.edu
Schroedinger Networks
Milda Zizyte
University of Washington
mzizyte@uw.edu
Enumeration of Affine Permutations Avoiding Standard Permutations
Jim Morrow
University of Washington
morrow@math.washington.edu
Derivative of Lambda
Angeles Carmona
Universitat Politecnica de Catalunya
angeles.carmona@upc.edu
An Introduction to Discrete Vector Calculus on Finite Networks
An Introduction to Boundary Value Problems on Finite Networks
Partial Boundary Value Problems
Green-Poisson Formulas
Andres Encinas
Universitat Politecnica de Catalunya
andres.marcos.encinas@upc.edu
An Introduction to Discrete Vector Calculus on Finite Networks
An Introduction to Boundary Value Problems on Finite Networks
Green-Poisson Formulas
Allison Henrich
Seattle University
allisonhenrich@gmail.com
Math Club Talk
Knot paper 1
Knot paper 2
Hanaki's paper
Kauffman's paper
Mosaic