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Nicolas Addington
University of Washington
University of Wisconsin
ntype%u.washington.edu
"Stars, Eigenvalues, and Negative Conductivities" (ps, pdf, tex)
"A Method for Recovering Arbitrary Graphs" (ps, pdf, tex)
...with figures combined (ps)
The method, implemented in the c language (tar.gz, zip)
University of Wisconsin

Michael Burr
Tufts University
mburr01%tufts.edu
"Analysis and Efficiencyof Jeffrey Giansiricusa's Algorithm for Partial Recovery" (ps, pdf, tex)
"Unique Solutions for the Drirchlet Inverse Problem on Schrodinger Networks" (ps, pdf, tex)

Cary Cherng
University of Washington
ccerng%cs.washington.edu
"The Inverse Conductivity Problem for Annular Networks" (ps, pdf, tex)
Google

Tim DeVries
Cornell University
tdd2%cornell.edu
"Extending the Medial Graph to Non-Circular Planar Resistor Networks" (ps, pdf, tex)
"Recoverability of Random Walk Networks" (ps, pdf, tex)

Michael Goff
Gonzaga University
pepper20007%yahoo.com
Early version of paper below (ps, pdf, tex)
"Recovering Networks with Signed Conductivities" (ps, pdf, tex)
University of Washington

Andrew Johnston
University of Alaska
ajohnston3%hotmail.com
"Modification of the Boundary Set for Solving the Inverse Problem" (ps, pdf, tex)

Tracy Lovejoy
University of Washington
oedipus%u.washington.edu
"Two to One Networks" (ps, pdf, tex)
"Applications of the star-K Tool" (ps, pdf, tex)
"Applications of the Star-K Tool (Senior Thesis/Update) (pdf, tex) University of Washington

Simon Pai
University of Washington
sfpai%u.washington.edu
"The Equivalence of Planarity and Circular Planarity" (ps, pdf, tex)
"Make Them Full Rank" (ps, pdf, tex)
"Response Matrix Decomposition on Single Connection Edges" (ps, pdf, tex)
Figures (scanned pdf)

Karen Perry
Utah State University
kperry%cc.usu.edu
"Discrete Complex Analysis" (ps, pdf, tex)
University of Notre Dame

Daniel Rim
University of California at Berkeley
drim%uclink.berkeley.edu
"Relation Between Vertex and Edge Conductivities" (ps, pdf, tex)

Jeff Russell
Stanford University
jefe%stanford.edu
"Convergence of solutions to discrete inverse problems" (ps, pdf, tex)
"Recoverability of Subgraphs" (ps, pdf, tex)
"Star and K Solve the Inverse Problem" (ps, pdf, tex)

TA's

Sam Coskey
Ernie Esser
Jeff Giansiricusa