PUBLISHED PAPERS #1.06
| Mammadov K.Sh., Huseynov S.Y., Bakhshaliyeva I.I. Closed Transport Problem with Fuzzy Numbers |
|---|
| Abstract. The paper examines the closed transport problem. It is assumed that the transportation of uniform goods from warehouses to destinations is not represented by fixed numbers, but by numbers within certain intervals. The endpoints of these intervals are provided accordingly. Based on these intervals, and in line with the economic essence of the problem, optimistic and pessimistic strategies are chosen. After that, the corresponding optimistic and pessimistic closed transport problems are formulated. By solving the resulting problems using any known method, the corresponding optimistic and pessimistic solutions of the original problem are obtained. It is clear that any solution of the transport problem with transportation costs in the form of intervals will lie between the optimistic and pessimistic solutions. Also, the minimal transportation cost of the interval transport problem will fall between the optimistic and pessimistic transportation costs. |
| Keywords: transport problem, transportation cost in the form of intervals, optimistic and pessimistic problems |
 Download PDF |
| DOI: |