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Mathematical Proceedings of the Cambridge Philosophical Society, 1954
It is a familiar fact that the Picard surface (or hyperelliptic surface of rank 1) admits a completely transitive permutable continuous group of ∞2 automorphisms. There are, however, other non-scrollar surfaces which possess continuous groups of automorphisms, namely, the elhptic surfaces.
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It is a familiar fact that the Picard surface (or hyperelliptic surface of rank 1) admits a completely transitive permutable continuous group of ∞2 automorphisms. There are, however, other non-scrollar surfaces which possess continuous groups of automorphisms, namely, the elhptic surfaces.
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Experimental observation of non-Abelian topological charges and edge states
Nature, 2021Qinghua Guo +2 more
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Polylogarithmic Currents on Abelian Varieties
2000We construct a certain collection of currents on a universal family of abelian varieties. The cohomology classes of these currents are rational; so our currents are a natural generalization of the Eisenstein series on the modular curve.
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Every positive integer is the order of an ordinary abelian variety over $${{\mathbb {F}}}_2$$
Research in Number Theory, 2021Everett W Howe, Kiran S Kedlaya
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Non-Abelian braiding on photonic chips
Nature Photonics, 2022Xu-Lin Zhang, Feng Yu, Ze-Guo Chen
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Non-Abelian braiding of graph vertices in a superconducting processor
Nature, 2023Yuri D Lensky +2 more
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