An asymptotic property of the number of spanning trees of double fixed step loop networks |
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| Authors: | Yong Xuerong Zhang Fuji |
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| Institution: | 1. Department of Mathematics, Xinjiang University, 830046, Urumqi
2. Department of Mathematics, Xiamen University, 361005, Xiamen
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| Abstract: | Let T(C(p,l,q)) be the number of spanning trees of circulant graph C(Ρ,1, g). In this note we show that 1 $$\frac{{T(C(p = {\text{l}},{\text{l}},q))}}{{T(C(p,{\text{l}},q))}} \to 2,p \to + \infty $$ . |
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