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- W1551175257 abstract "We study the partial Hadamard matrices $Hin M_{Mtimes N}(mathbb C)$ which are regular, in the sense that the scalar products between pairs of distinct rows decompose as sums of cycles (rotated sums of roots of unity). The simplest non-trivial case is M=3, and we obtain here several results, notably with a classification at N=7. We discuss as well the potential applications of the M=3 results to various $M=N$ questions." @default.
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- W1551175257 date "2013-07-17" @default.
- W1551175257 modified "2023-09-27" @default.
- W1551175257 title "Regularity questions for complex Hadamard matrices" @default.
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