Wang Chengde. Complete Mappings Decomposable into Disjoint Cycles Having the Same LengthJ. Transactions of Beijing institute of Technology, 1995, (1): 1-5.
Citation:
Wang Chengde. Complete Mappings Decomposable into Disjoint Cycles Having the Same LengthJ. Transactions of Beijing institute of Technology, 1995, (1): 1-5.
Wang Chengde. Complete Mappings Decomposable into Disjoint Cycles Having the Same LengthJ. Transactions of Beijing institute of Technology, 1995, (1): 1-5.
Citation:
Wang Chengde. Complete Mappings Decomposable into Disjoint Cycles Having the Same LengthJ. Transactions of Beijing institute of Technology, 1995, (1): 1-5.
Complete Mappings Decomposable into Disjoint Cycles Having the Same Length
A complete mapping is called a k=complete mapping if it can be decomposed into disjoint cycleS of length k.For any Abelian group G of odd order and a divisor k of | G|,there exist k-complete mappings.For dicyclic and dihedral groups,the existence of k-complete mappings is dicussed.
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