TL;DR
This paper proves the Cayley--Hamilton--Newton theorem for half-quantum matrices, advancing the mathematical understanding of half-quantum linear algebra.
Contribution
It introduces and proves the Cayley--Hamilton--Newton theorem specifically for half-quantum matrices, a novel theoretical result.
Findings
The theorem is rigorously proven for half-quantum matrices.
Provides foundational results for half-quantum linear algebra.
Enhances mathematical tools for quantum matrix analysis.
Abstract
The Cayley--Hamilton--Newton theorem for half-quantum matrices is proven.
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