A novel algorithm for solving two-objective fuzzy transportation problems


  • A. Sheikhi Department of Mathematics, Baghmalek Branch, Islamic Azad University, Baghmalek, IRAN


fuzzy two-objective transportation; satisfaction level percent; efficient solution


A new method is proposed for finding efficient solution sets for fuzzy two objective transportation problems using ranking function and percent of function one solution is introduced for transportation problem and explained with the proposed model. Decision maker can obtain efficient solutions with the proposed method and selects the most preferred one among them.


Amarpreet, K., Amit, K., 2011. A new method for solving fuzzy transportation problems using ranking function.

Appl. Mathemat. Modell., 35,5652–5661, England.

Amit, K., Pushpinder, S., Amarpreet, K., Parmpreet, K., 2010. Ranking of Generalized Trapezoidal Fuzzy Numbers

Based on Rank, Mode, Div. Spread Offic. J. Turk. Fuzzy System. Assoc.,Vol.1, No.2, pp. 141-152,

Amit, K.,Jolly, P., 2009. Fuzzy linear programming and its applicatios. School Mathemat.Comp. Appl. Thapar Univ.,


Bellman, R.E., Zadeh, L.A., 1970. Decision making in a fuzzy environment”, Management Sci. 17,141-164,

Lai, Y.J., Hwang, C.L., 1992. Fuzzy Mathemat.Program. Method. Appl., Springer, Berlin

Maleki, H.R., 2002. Ranking Functions And Their Applications To Fuzzy Linear Programming. Far. East J. Math. Sci.

, pp. 283-301,

Pandian, P., Anuradha, D., 2011. A New Method for Solving Bi-Objective Transportation Problems. Austral. J. Bas.

Appl. Sci., 5(10), 67-74, Australian,

Pandian, P., Natarajan, G., 2010. A new algorithm for finding a fuzzy optimal solution for fuzzy transportation

problems, Appl. Math. Sci., 4,79–90.

Pandian, P., Natarajan, G., 2010. A new method for finding an optimal solution for transportation problems. Int. J.

Math. Sci. Engg. Appls., 4, 59-65.

Chanas, S., Kuchta, D., 1996. A concept of the optimal solution of the transportation problem with fuzzy cost

coefficients, Fuzzy Sets Syst. 82 ,299–305, Netherlands.

Stephen Dinagar, D., Palanivel, K., 2009. The Transportation Problem in Fuzzy Environment, International Journal

of Algorithms. Comput. Mathemat., Number 3,65-71, August .

Waiel Abd El- Wahed, F., 2001. A multi objective transportation problem under fuzziness, Fuzzy Sets and Systems,

: 27-33, Netherlands.



How to Cite

Sheikhi, A. . (2014). A novel algorithm for solving two-objective fuzzy transportation problems. Scientific Journal of Pure and Applied Sciences, 3(5), 301-308. Retrieved from http://www.sjournals.com/index.php/sjpas/article/view/900