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- W1573578820 abstract "To any complex Hadamard matrix H one associates a spin model commuting square, and therefore a hyperfinite subfactor. The standard invariant of this subfactor captures certain group-like symmetries of H. To gain some insight, we compute the first few relative commutants of such subfactors for Hadamard matrices of small dimensions. Also, we show that subfactors arising from Dita type matrices have intermediate subfactors, and thus their standard invariants have some extra structure besides the Jones projections." @default.
- W1573578820 created "2016-06-24" @default.
- W1573578820 creator A5040606962 @default.
- W1573578820 creator A5055633218 @default.
- W1573578820 date "2007-04-09" @default.
- W1573578820 modified "2023-09-27" @default.
- W1573578820 title "Subfactors and Hadamard Matrices" @default.
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