Article ID: | iaor1996309 |
Country: | Switzerland |
Volume: | 23 |
Issue: | 4 |
Start Page Number: | 323 |
End Page Number: | 331 |
Publication Date: | Apr 1995 |
Journal: | Engineering Optimization |
Authors: | Bricker Dennis L., Choi Jae Chul |
Keywords: | optimization |
A dual algorithm applied to a posynomial geometric programming problem generally terminates with a dual feasible solution which is only approximately optimal. The usual methods for recovering the primal solution then yields solutions with corresponding slight infeasibilities in the primal constraints. This paper demonstrates a linear programming problem for computation of a primal solution which is strictly feasible.