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Your search keyword '"Bharati, Pramodh"' showing total 4 results
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4 results on '"Bharati, Pramodh"'

3. Ranking of Neutrosophic number based on values and ambiguities and its application to linear programming problem.

Author

Karak, Manas, Bharati, Pramodh, Mahata, Animesh, paul, Subrata, Biswas, Santosh, Mukherjee, Supriya, Broumi, Said, Rong, Mahendra, and Roy, Banamali

Subjects
*LINEAR programming, *AMBIGUITY, *ARITHMETIC, *DEFINITIONS
Abstract

The goal of this article is to establish a methodology for ordering of single-valued neutrosophic numbers (SVN-numbers) on the basis of values and ambiguities. First of all, the idea of neutrosophic numbers is discussed, and (α, β, γ)-cut and arithmetic oprations definecd over SVN-numbers are examined. Thereafter, corresponding to each components, the values and ambiguities are defined and using these definitions, the ratio ranking function is constructed. Then, for the stability of the ratio ranking function, some examples are provided for comparing this method with other approaches. Applying this ratio ranking function, neutrosophic linear programming problem(Neu-LPP) converts to the crisp linear programmning problems (CLP-Problems) and solved it by computational lingo method. At last, Neu-LPP is illustrated by two numerical real-life examples. [ABSTRACT FROM AUTHOR]

Published
2024

4. A two-compartment drug concentration model using intuitionistic fuzzy sets

Author

Bharati, Pramodh, Acharya, Ashish, Mahata, Animesh, Paul, Subrata, Biswas, Manajat Ali, Mukherjee, Supriya, Sil, Nikhilesh, and Roy, Banamali

Abstract

The intuitionistic fuzzy differential equation (IFDE) is a robust mathematical tool that can deal with problems arising from model uncertainties. Intuitionistic sets are generalized sets of fuzzy sets. They establish that IFDE comprises an intuitionistic number characterized by membership and non-membership functions. This paper deals with generalized Hukuhara derivatives for intuitionistic fuzzy-valued functions. A compartment drug concentration system has been described in a fuzzy, intuitionistic setting to get a more accurate mathematical model. The initial conditions of the proposed drug system are considered triangular intuitionistic fuzzy numbers. The proposed model’s critical points of stability analysis have been explored in an intuitionistic environment. All intuitionistic fuzzy solutions of the proposed system support robust solutions. All results and formulas are confirmed graphically and numerically by MATLAB software.

Published
2023
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