CAJ | 학술논문

Merrifield‐Simmons指标和Hosoya指标是化学图论研究中两个重要的拓扑指标。在已有结论的基础上，主要研究了几类图的Merrifield‐Simmons指标及 n阶的扇和轮的 Hosoya指标，并给出了相应的递推公式，为以后研究化学分子结构的性质提供了重要的理论依据。
Merrifield‐Simmons지표화Hosoya지표시화학도론연구중량개중요적탁복지표。재이유결론적기출상，주요연구료궤류도적Merrifield‐Simmons지표급 n계적선화륜적 Hosoya지표，병급출료상응적체추공식，위이후연구화학분자결구적성질제공료중요적이론의거。
Merrifield‐Simmons index and Hosoya index are the valuable topological indices in chemical graph theory .On the basis of the existing conclusions ,this paper presents the Merrifield‐Simmons index of several graphs and Hosoya index of fans and w heels with n vertices ,and the recurrence formulas are given .This provides an important theoretical basis for the further study of the nature of the chemical molecular structure .