Title of article
System of Differential Equation with Initial Value as Triangular Intuitionistic Fuzzy Number and its Application
Author/Authors
mondal, sankar prasad indian institute of engineering science and technology - department of mathematics, India , roy, tapan kumar indian institute of engineering science and technology - department of mathematics, India
From page
449
To page
474
Abstract
In this paper, we solve a system of differential equation of first order with initial value as triangular intuitionistic fuzzy number. Two different cases are discussed: (i) coefficient is positive crisp number, (ii) coefficient is negative crisp number. Examples are given. We apply these procedures in Arm Race Model. Also we valuation, ambiguities and rank of fuzzy solution and defuzzify the solution.
Keywords
Fuzzy sets , Fuzzy differential equation , Initial value problem , Arm race model , Valuation , ambiguity , ranking and defuzzification of fuzzy number
Journal title
International Journal Of Applied and Computational Mathematics
Journal title
International Journal Of Applied and Computational Mathematics
Record number
2603315
Link To Document