Cornell University - Mathematics
Masters
Computer Science
Stanford University
CLS
Andrew
Marshall
Ph.D. Mathematics
Algebraic Topology
Thesis: On Configurations Spaces of Spatial Planar Graphs\nAdviser: Allen Hatcher
B.A.
Mathematics
Highest Honors\nRegents Scholar\n
University of California
Santa Cruz
GPA 3.9
Machine Learning
C
Data Analysis
C++
LaTeX
Python
Java
Linear Configurations of Complete Graphs
K_4 and K_5 in R^3
and Higher Dimensional Analogs
Main result: there exists a homotopy equivalence between the linear configuration spaces of the codimension 2 skeleton of the n simplex in R^n and the codimension 3 skeleton of the n+1 simplex in R^n.
Linear Configurations of Complete Graphs
K_4 and K_5 in R^3
and Higher Dimensional Analogs
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