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An Algorithm for Solving the Transportation Problem With Interval of the Demands

Fanrong Xie

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Abstract

For the convenience of decision-making supporting system related to the transportation problem with interval of the demands, a numerical algorithm is presented in this paper for solving the transportation problem with interval of the demands. The theory, on which the algorithm depends, is strictly proved. An example is given to demonstrate the use of the algorithm. The algorithm, which can find the optimal solution to the transportation problem with interval of the demands, has the merits to be easily programmed and of good convergence, and many numerical experiments verifies its great practicality and effectiveness.

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What this paper is about

For the convenience of decision-making supporting system related to the transportation problem with interval of the demands, a numerical algorithm is presented in this paper for solving the transportation problem with interval of the demands. The theory, on which the algorithm depends, is strictly proved. An example is given to demonstrate the use of the algorithm. The algorithm, which can find the optimal solution to the transportation problem with interval of the demands, has the merits to be easily programmed and of good convergence, and many numerical experiments verifies its great practicality and effectiveness.

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Available abstract

For the convenience of decision-making supporting system related to the transportation problem with interval of the demands, a numerical algorithm is presented in this paper for solving the transportation problem with interval of the demands. The theory, on which the algorithm depends, is strictly proved. An example is given to demonstrate the use of the algorithm. The algorithm, which can find the optimal solution to the transportation problem with interval of the demands, has the merits to be easily programmed and of good convergence, and many numerical experiments verifies its great practicality and effectiveness.

Key concepts: Interval (graph theory), Convergence (economics), Algorithm, Mathematical optimization, Computer science, Transportation theory, Interval arithmetic, Mathematics

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