Neutrosophic sets, expanded from the constructs of fuzzy and intuitionistic fuzzy sets, can
accommodate degrees of truth, indeterminacy, and falsity for each element. This attribute …

This work demonstrates the modeling of the multilevel-multiobjective linear fractional
optimization (ML-MOLFO) problem in a neutrosophic decision environment. The primary …

The paper talks about the pentagonal Neutrosophic sets and its operational law. The paper
presents the cuts of single valued pentagonal Neutrosophic numbers and additionally …

In this article, we address a fully fuzzy triangular linear fractional programming (FFLFP)
problem under the condition that all the parameters and decision variables are …

In the field of operation research, linear programming (LP) is the most utilized apparatus for
genuine application in various scales. In our genuine circumstances, the manager/decision …

In agriculture, crop planning and land distribution have been important research subjects.
The distribution of land involves several multi-functional tasks, such as maximizing output …

The most well-known subject in graph theory is the shortest path problem (SPP), which has
real-world applications in several different fields of study, including transportation …

This paper presents a new variant of Travelling Salesman Problem (TSP) and its first
resolution. In literature there is not any research work that has presented the TSP under …

Generally, linear programming (LP) problem is the most extensively utilized technique for
solving and optimizing real-world problems due to its simplicity and efficiency. However, to …

ABSTRACT A bipolar single-valued neutrosophic set can deal with the hesitation relevant to
the information of any decision making problem in real life scenarios, where bipolar fuzzy …