The Laplacian Energy of Hesitancy Fuzzy Graphs in Decision-Making Problems

Decision-making (DM) is a process in which several persons concurrently engage, examine the problems, evaluate potential alternatives, and select an appropriate option to problem. Technique for determining order preference by similarity ideal solution (TOPSIS) established DM process. The objective of this report happens broaden approach TOPSIS solve issues designed with Hesitancy fuzzy data, evaluation evidence given experts on possible solutions presents as decision matrices, each defined numbers. Findings: we represent analytical results, such designing satellite communication network assessing reservoir operation methods, demonstrate that our suggested thoughts may be used DM. Aim: We studied new testing method artificial system give proof future construction earth stations. aim identify best one from different places. are also finding schemes reservoir. In article, present concepts Laplacian energy (LE) graphs (HFGs), weight function LE HFGs, technique produce hesitancy weighted-average (HFWA). Also, consider practical examples illustrate applicability finest design systems schemes.