FUZZY NETWORK PROBLEMS USING JOB SEQUENCING TECHNIQUE IN HEXAGONAL FUZZY NUMBERS

Authors

  • K.Selvakumar Assistant Professor, Department of Mathematics, Vels University, Chennai, Tamil Nadu,India
  • G.Sowmiya Research Scholar, Department of Mathematics, Vels University, Chennai, Tamil Nadu, India

Keywords:

Fuzzy set, Hexagonal fuzzy numbers, Job sequencing technique, Pascal’s triangle graded mean approach.

Abstract

The critical path problem is a classical and important network optimization problem appearing in many
applications. This paper presents a method for finding critical path in the fuzzy project network. A fuzzy network problem can
be easily solved by job sequencing technique. In fuzzy project network, when the duration time of each activity represented by
a hexagonal fuzzy number. In this paper, finding fuzzy shortest path in the network using Pascal’s triangle graded mean
integration for duration time can be converted into crisp value, we solve the problem and obtained the (n-1) sub sequence of
the route using the proposed algorithm, we calculate the optimal sequence which leads to the shortest path of the network.

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Published

2017-09-25

How to Cite

K.Selvakumar, & G.Sowmiya. (2017). FUZZY NETWORK PROBLEMS USING JOB SEQUENCING TECHNIQUE IN HEXAGONAL FUZZY NUMBERS. International Journal of Advance Engineering and Research Development (IJAERD), 4(9), 116–121. Retrieved from https://ijaerd.org/index.php/IJAERD/article/view/3601

Issue

Vol. 4 No. 9 (2017): Volume 4 Issue 9 SEPTEMBER 2017

Section

Articles