A symplectic resolution for the binary tetrahedral group

TL;DR

This paper constructs an explicit symplectic resolution for a specific four-dimensional quotient singularity associated with the binary tetrahedral group, advancing understanding of symplectic resolutions in algebraic geometry.

Contribution

It provides the first explicit symplectic resolution for the quotient singularity from the binary tetrahedral group's four-dimensional symplectic representation.

Findings

Explicit symplectic resolution constructed

Enhances understanding of quotient singularities

Advances methods in symplectic geometry

Abstract

We describe an explicit symplectic resolution for the quotient singularity arising from the four-dimensional symplectic represenation of the binary tetrahedral group.