About
Paul Kainen is an Adjunct Lecturer in mathematics at Georgetown University, specializing in combinatorial mathematics and topological graph theory. His research examines graph embeddings, Eulerian complexes, and neural network foundations.
Recent work establishes connections between Fibonacci sequences and graph construction algorithms, while topological investigations extend Euler's polyhedron theorem to CW-complexes. He holds a PhD in Mathematics from Cornell University and teaches courses in advanced mathematical modeling.
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