On Euler characteristics for large Kronecker quivers
So Okada
TL;DR
This paper investigates the Euler characteristics of moduli spaces of stable representations of large m-Kronecker quivers, providing insights into their geometric and combinatorial properties.
Contribution
It introduces new methods for computing Euler characteristics for large m-Kronecker quivers, advancing understanding of their moduli spaces.
Findings
Derived formulas for Euler characteristics in the large m limit
Identified asymptotic behaviors of moduli space invariants
Connected Euler characteristics to combinatorial structures
Abstract
We study Euler characteristics of moduli spaces of stable representations of m-Kronecker quivers for m>>0.
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