论文标题
关于模糊发射率图和强烈入射率的操作
Operations on Fuzzy Incidence Graphs and Strong Incidence Domination
论文作者
论文摘要
当存在额外的顶点 - 边缘关系属性时，模糊的入射图（图）有效地模型现实世界问题。本文讨论了模糊入射图的操作。探索了连接，笛卡尔产品，张量产品和图2和图2的组成。该研究主要集中在强模糊入射图（SFIG）上。使用强烈入射率统治的想法（SID），并检查了操作中强烈的发病率统治数（SIDN）。研究了从操作获得的图2和图2的基本特性。针对笛卡尔和张量产品确定了两个Sfig产品的支配数量的界限。研究是对具有较强联接和组成的图2人进行的。在研究中还考虑了完整的模糊入射率图（CFIG）和带有有效对的无花果。
Fuzzy incidence graphs (FIG) model real world problems efficiently when there is an extra attribute of vertex-edge relationship. The article discusses the operations on Fuzzy incidence graphs. The join, Cartesian product, tensor product, and composition of FIGs are explored. The study is concentrated mainly on strong fuzzy incidence graphs (SFIG). The idea of strong incidence domination (SID) is used, and strong incidence domination number (SIDN) in operations is examined. Basic properties of FIGs obtained from the operations are studied. Bounds for the domination number of product of two SFIGs are determined for the Cartesian and tensor products. Study is conducted on FIGs with strong join and composition. Complete fuzzy incidence graphs (CFIGs) and FIGs with effective pairs are also considered in the study.
