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ISSN: 2582-8266 (Online)  || UGC Compliant Journal || Google Indexed || Impact Factor: 9.48 || Crossref DOI

Fast Publication within 2 days || Low Article Processing charges || Peer reviewed and Referred Journal

Research and review articles are invited for publication in Volume 18, Issue 2 (February 2026).... Submit articles

A simplex approach for binary linear programming

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  • A simplex approach for binary linear programming

Subhendu Das *

24300 Abbeywood Drive, Los Angeles, California, 91307, USA.

Research Article
 
World Journal of Advanced Engineering Technology and Sciences, 2024, 11(02), 508–521.
Article DOI: 10.30574/wjaets.2024.11.2.0119
DOI url: https://doi.org/10.30574/wjaets.2024.11.2.0119

Received on 22 February 2024; revised on 09 April 2024; accepted on 12 April 2024

This article is a research, design, and development effort, on an algorithm for Binary Linear Programming (BLP). The idea of the algorithm is based on the concepts borrowed from the Simplex method of Linear Programming (LP). The Simplex method has both column selection and row selection logics for generating a pivot. In this article we select both logics of LP to use as only the column selection logic for the BLP. The article provides the complete implementable C-language source code of this version of the BLP algorithm to show all the details of the logics. In addition, it provides a simple software requirement for embedded engineering products based on the laws of nature. It helps to design, modify, and maintain a simpler code for the algorithms. Therefore, the article uses a multidisciplinary approach. It integrates optimization theory, matrix algebra, computer programming, software engineering design requirements, social science, laws of nature, etc. This BLP algorithm will shed some light on the P-NP problem and its solution.

Binary linear programming; Source code; Simplex method; Pseudo Inverse; Software requirements; Laws of nature; P-NP example.

https://wjaets.com/sites/default/files/fulltext_pdf/WJAETS-2024-0119.pdf

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Subhendu Das. A simplex approach for binary linear programming. World Journal of Advanced Engineering Technology and Sciences, 2024, 11(02), 508–521. Article DOI: https://doi.org/10.30574/wjaets.2024.11.2.0119

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