Setting Hidden Symmetries Free by the Noncommutative Veronese Mapping
Denis Juriev
TL;DR
This paper explores how noncommutative Veronese mappings can reveal hidden symmetries in Verma modules over sl(2,C), enhancing understanding of their algebraic structure.
Contribution
It introduces a novel approach using noncommutative Veronese mappings to expose hidden symmetries in Verma modules over sl(2,C).
Findings
Hidden symmetries in Verma modules are made explicit.
Noncommutative Veronese mappings effectively reveal algebraic structures.
The approach advances the understanding of module symmetries.
Abstract
The short note is devoted to the setting free of hidden symmetries in Verma modules over sl(2,C) by the noncommutative Veronese mappings.
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