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恫嚇

Yourself

側(cè)面左右

恃強凌弱

Preserve

https://doi.org/10.1007/978-3-030-19007-1G(X) has the property C(p?1,1) if and only if G(X) is neither cyclic nor bipartite, which in turn, is equivalent to G(X) being hamilton-connected. Moreover, if G(X) is bipartite of order 2t but not cyclic, then G(X) has the property C(t?1,1) but not C(t,1). If G(X) is cyclic then it is not C(m,1) for any m.

同來核對

色情

Cycles in abelian cayley graphs with a proscribed vertex,G(X) has the property C(p?1,1) if and only if G(X) is neither cyclic nor bipartite, which in turn, is equivalent to G(X) being hamilton-connected. Moreover, if G(X) is bipartite of order 2t but not cyclic, then G(X) has the property C(t?1,1) but not C(t,1). If G(X) is cyclic then it is not C(m,1) for any m.

Ointment

Ibd810

財政