Links between quantum chaos and counting problems
A.Yu. Orlov
TL;DR
This paper explores the connection between quantum chaos and counting problems by demonstrating how Hurwitz numbers can be generated through correlation functions associated with quantum chaos.
Contribution
It introduces a novel link between Hurwitz numbers and quantum chaos correlation functions, providing a new perspective on counting problems.
Findings
Hurwitz numbers can be generated by quantum chaos correlation functions
Establishes a theoretical connection between quantum chaos and enumerative geometry
Provides a new method for studying counting problems using quantum chaos tools
Abstract
We show that Hurwitz numbers may be generated by certain correlation functions which appear in quantum chaos.
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Taxonomy
TopicsQuantum chaos and dynamical systems