In this paper we show the sufficient conditions for the decomposition of the complete bipartite graphs K2m,2n and K2n+1,2n+1−F into cycles of two different lengths 4 and 2t, t>2, where F is a 1-factor of K2n+1,2n+1. After that we prove that the results are true for t=5 and 6.
關聯:
Journal of Combinatorial Optimization 14(2), pp.205-218
