Cubic Spline Interpolation Approach to Solve Multi-Choice Programming Problem
Multi-choice has become a significant part of the real-life decision-making process. Most
of the problems involve more than one parameter as a choice, and among those different
choices only one choice is to be made, which will optimize the objective function. The
difficulty in making such a choice can be at ease with the help of mathematical techniques.
In this paper, we propose a novel solution procedure to handle the multi-choice parameters
in the constraint using cubic spline interpolation method. After analyzing the results, we
observed that the proposed method yields better results as compared to existing methods.
Two numerical examples are presented to explain the method and validate the fact of complete
utilization of the resources