Intuitionistic fuzzy exponential divergence: Application in multi-attribute decision making

Novel Exponential divergence measure of complex intuitionistic fuzzy sets with an application to decision-making process

“…As IFS is one of the special cases of the CIFS with zero phase terms in each CIFNs, so in order to see their performance under the IFS environment also, we conduct a comparative study with the several existing approaches [30,31,[33][34][35][36][37]. The results obtained through them are listed in Table 4 and obtained that A 1 is the best alternative.…”

“…This is due to the consideration of the computational procedure in the considered environment. For example, in [30,31,[33][34][35][36][37] approaches, only one grade of MDs and NMDs are taken into account. Related to the considered problem, we can say that the entire focus is done on the model of the machine by neglecting the production date of each model.…”

“…In this table, from ' ' we mean that the corresponding DMP satisfies the criteria such as an ideal alternative required to compute the process, measure the degree of discrimination and ability to handle the wider information, etc., whereas '×' means that the corresponding method fails. Further, from this table, it is clearly seen that the methods presented in [30][31][32][33][34] under the IFS environment fails to deal with time periodicity problems. Also, the methods presented in [17, 35-37, 44, 45, 49] doesn't measure the degree of discrimination between the two sets.…”

“…Also, the methods presented in [17, 35-37, 44, 45, 49] doesn't measure the degree of discrimination between the two sets. Further, the DM approaches proposed in [30][31][32][33][34] fail to model complex problems whereas in the presented method the range of MDs and NMDs is a unit disc in the complex plane. This extension of ranges will enable the proposed approach to deal with one-dimensional problems described in [30][31][32][33][34] also.…”

“…Garg and Kumar [29] presented some similarity measure for IFSs based on the connection numbers of set pair analysis theory. Ohlan [30] presented the IF exponential DvM along with its distinct properties and proposed a method for dealing with DMPs. Garg et al [31] introduced parametric directed DvM under IFS theory to solve the DMPs.…”