Arithmetic Operations of Inverse Symmetric Tr...

Arithmetic Operations of Inverse Symmetric Triangular Fuzzy Random Variables

Author Name : Dr. C. Senthil Murugan, S. Naveenaa, M. Muthulakshmi, S. Kiruthika, Dr. D. Rajan

ABSTRACT The inverse symmetric triangular fuzzy random variables is a special kind oftriangular fuzzy random variable. This concept is make an important role in the stochastic ordering, the upshifted hazard rate orderings and upshifted mean residual life orderings and more applicable in hypothetical concept in statistics. This paper, we discussing about the arithmetic operations between two inverse symmetric triangular fuzzy random variables by using α – cut method. Finally, countable numerical examples are verify these arithmetic operations of inverse symmetric triangular fuzzy random variables