Fakharzadeh Jahromi, A., Alamdar Ghahferokhi, Z. (2017). A New Approach for Approximating Solution of Continuous Semi-Infinite Linear Programming. Biquarterly Control and Optimization in applied Mathematics, 2(1), 65-76.
Alireza Fakharzadeh Jahromi; Zahra Alamdar Ghahferokhi. "A New Approach for Approximating Solution of Continuous Semi-Infinite Linear Programming". Biquarterly Control and Optimization in applied Mathematics, 2, 1, 2017, 65-76.
Fakharzadeh Jahromi, A., Alamdar Ghahferokhi, Z. (2017). 'A New Approach for Approximating Solution of Continuous Semi-Infinite Linear Programming', Biquarterly Control and Optimization in applied Mathematics, 2(1), pp. 65-76.
Fakharzadeh Jahromi, A., Alamdar Ghahferokhi, Z. A New Approach for Approximating Solution of Continuous Semi-Infinite Linear Programming. Biquarterly Control and Optimization in applied Mathematics, 2017; 2(1): 65-76.
A New Approach for Approximating Solution of Continuous Semi-Infinite Linear Programming
This paper describes a new optimization method for solving continuous semi-infinite linear problems. With regard to the dual properties, the problem is presented as a measure theoretical optimization problem, in which the existence of the solution is guaranteed. Then, on the basis of the atomic measure properties, a computation method was presented for obtaining the near optimal solution by means of famous and simple simplex method. Some numerical results are reported to indicate the efficiency of the new method.
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