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- W2784834275 abstract "In this paper, we generalize classical constructions of skew Hadamard difference families with two or four blocks in the additive groups of finite fields given by Szerekes (1969, 1971), Whiteman (1971) and Wallis-Whiteman (1972). In particular, we show that there exists a skew Hadamard difference family with $2^{u-1}$ blocks in the additive group of the finite field of order $q^e$ for any prime power $qequiv 2^u+1,({mathrm{mod, , }2^{u+1}})$ with $uge 2$ and any positive integer $e$. As a consequence, we obtain new series of skew Hadamard matrices." @default.
- W2784834275 created "2018-02-02" @default.
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- W2784834275 date "2018-01-26" @default.
- W2784834275 modified "2023-09-27" @default.
- W2784834275 title "Skew Hadamard difference families and skew Hadamard matrices" @default.
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