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Double hexagonal chains with maximal Hosoya index and minimal Merrifield–Simmons index

机译:具有最大Hosoya指数和最小Merrifield-Simmons指数的双六角链

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摘要

It is well known that the two graph invariants, “the Hosoya index” and “the Merrifield–Simmons index” are important ones in structural chemistry. The extremal hexagonal chains with respect to the Hosoya index and Merrifield–Simmons index are determined by Gutman and Zhang (J. Math. Chem., 12 (1993) 197–210, 27 (2000) 319–329 and J. Sys. Sci. Math. Sci., 18 (4) (1998) 460–465). In this paper, we will consider a type of the pericondensed hexagonal system. The double hexagonal chains with maximal Hosoya index and minimal Merrifield Simmons index are determined.
机译:众所周知,两个图不变式,“ Hosoya指数”和“ Merrifield-Simmons指数”在结构化学中很重要。关于Hosoya指数和Merrifield–Simmons指数的六角形六角链由Gutman和Zhang(J. Math。Chem。,12(1993)197-210,27(2000)319-329和J. Sys。Sci (Math。Sci。,18(4)(1998)460-465)。在本文中,我们将考虑一类过凝聚的六边形系统。确定具有最大Hosoya索引和最小Merrifield Simmons索引的双六角链。

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