Optimizing Agricultural Stock Portfolios in Ughelli Town Using Linear Programming

The decision-making process for an investor crucially hinges on selecting a portfolio that offers maximum benefits, given the associated risk levels of investment stocks. This research aims to evaluate optimal management of agricultural portfolio to enhance profit margins while mitigating risks. Ten (10) agricultural stocks were analyzed as variables using a linear programming model, with the utilization of Tora package based on Big M and Two-Phase methods to derive an optimal solution. Findings indicated that out of the 10 stocks considered, only Rice and Cocoa should be selected for investment to yield maximum returns. Sensitivity analysis revealed that a decrease or increase in the available resources would subsequently lead to a decrease or increase in the optimal profit. This research provides insights into optimal management of portfolio, and offers a practical framework for investors in the agricultural sector.

Publication Details

Journal
Figshare
Published
2024-12-13
DOI
https://doi.org/10.6084/m9.figshare.28022906
Primary Topic
Optimization and Mathematical Programming
Type
article
Field-Weighted Citation Impact
0.00
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Optimizing Agricultural Stock Portfolios in Ughelli Town Using Linear Programming

Figshare
Optimization and Mathematical Programming
article

Optimizing Agricultural Stock Portfolios in Ughelli Town Using Linear Programming

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Abstract

The decision-making process for an investor crucially hinges on selecting a portfolio that offers maximum benefits, given the associated risk levels of investment stocks. This research aims to evaluate optimal management of agricultural portfolio to enhance profit margins while mitigating risks. Ten (10) agricultural stocks were analyzed as variables using a linear programming model, with the utilization of Tora package based on Big M and Two-Phase methods to derive an optimal solution. Findings indicated that out of the 10 stocks considered, only Rice and Cocoa should be selected for investment to yield maximum returns. Sensitivity analysis revealed that a decrease or increase in the available resources would subsequently lead to a decrease or increase in the optimal profit. This research provides insights into optimal management of portfolio, and offers a practical framework for investors in the agricultural sector.

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Optimization and Mathematical Programming
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