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- W2564693412 abstract "Let G be an additive group and Ck be the additive group of the ring Zk of residues modulo k. If there exist a (G, k ,λ )difference family and a (G, k ,λ )perfect Mendelsohn difference family, then there also exists a (Ck ⊕ G, k ,λ )difference family. If the (G, k ,λ )difference family and the (G, k ,λ )perfect Mendelsohn difference family are further compatible, then the resultant (Ck ⊕ G, k ,λ )difference family is elementary resolvable. By first constructing several series of perfect Mendelsohn difference families, many (Ck ⊕ G, k ,λ )difference families and elementary resolvable (Ck ⊕ G, k ,λ )difference families are thus obtained." @default.
- W2564693412 created "2017-01-06" @default.
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- W2564693412 date "2001-01-01" @default.
- W2564693412 modified "2023-09-27" @default.
- W2564693412 title "(Ck ⊕ G, k, λ) Difference Families" @default.
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