Constructs matrix Chern-Simons effective field theories for the quantum skyrmion Hall effect, claiming new quantization rules, fusion rules, and an array-to-Yang-Mills-like correspondence with extra fuzzy dimensions.
Minimal value set binomials and Frobenius nonclassical curves
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abstract
In this paper, we characterize all minimal value set binomials over $\mathbb{F}_q$, that is, binomials whose size of the set of images is the smallest possible. With this information, we also classify all quadrinomial curves with separated variables that are $\mathbb{F}_q$-Frobenius nonclassical for the morphism of lines.
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Microscopic field theories of the quantum skyrmion Hall effect
Constructs matrix Chern-Simons effective field theories for the quantum skyrmion Hall effect, claiming new quantization rules, fusion rules, and an array-to-Yang-Mills-like correspondence with extra fuzzy dimensions.