Vol. 5 No. 2 (2021): Vol 5, Iss 2, Year 2021
Articles

A study on product-sum of triangular fuzzy numbers

Mohamed Ali A
Department of Mathematics, Islamiah College (Autonomous) Vaniyambadi 635 752, Tirupattur District, Tamil Nadu India.
Rajkumar N
Department of Mathematics, Islamiah College (Autonomous) Vaniyambadi 635 752, Tirupattur District, Tamil Nadu India.
Published December 20, 2021
Keywords
  • Triangular fuzzy number, Product-sum.
How to Cite
A, M. A., & N, R. (2021). A study on product-sum of triangular fuzzy numbers. Journal of Computational Mathematica, 5(2), 63 - 67. https://doi.org/10.26524/cm108

Abstract

We  study  the  problem:   if  a˜i,   i  ∈  N   are  fuzzy  numbers  of  triangular  form,  then  what is the membership function of the infinite (or finite) sum -˜a1   +  a˜2   +  · · ·   (defined  via  the sub-product-norm convolution)

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