Solitons and Helices: The Search for a Math-Physics Bridge
Eric Zaslow
TL;DR
This paper explores a potential new connection between N=2 supersymmetric quantum field theories and the mathematical theory of helices of coherent sheaves, aiming to bridge physics and mathematics.
Contribution
It introduces the idea of a novel link between supersymmetric theories and mathematical helices, providing a comprehensive review to encourage further investigation.
Findings
Evidence for an undiscovered link between physics and mathematics
A thorough review of relevant theories for nonspecialists
Invitation to explore this elusive connection
Abstract
We present evidence for an undiscovered link between N=2 supersymmetric quantum field theories and the mathematical theory of helices of coherent sheaves. We give a thorough review for nonspecialists of both the mathematics and physics involved, and invite the reader to take up the search for this elusive connection.
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