TL;DR
This paper constructs all vacuum states of supersymmetric Yang-Mills quantum mechanics for SU(N) and explores their origin from SU(N) real cohomology, providing insights into the mathematical structure of supersymmetric theories.
Contribution
It systematically constructs vacuum states of supersymmetric Yang-Mills quantum mechanics for SU(N) and links them to SU(N) real cohomology, a novel mathematical approach.
Findings
Complete set of vacuum states constructed for SU(N)
Connection established between vacuum states and SU(N) cohomology
Provides a mathematical framework for understanding supersymmetric vacua
Abstract
We construct all vacuum states of supersymmetric Yang-Mills quantum mechanics (for SU(N) group) and discuss their origin from the SU(N) real cohomology.
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