Understanding Linear Programming
What is Linear Programming?
Linear Programming is a mathematical technique used to achieve the best outcome in a given mathematical model of a scenario with constraints represented by linear equations. In simple terms, it is the optimization of a linear objective function subject to linear equality and inequality constraints.
The History of Linear Programming
In 1947, George Dantzig introduced Linear Programming and developed the Simplex Algorithm to solve linear programming problems. He formulated his methodology when he worked as a statistician at the US Department of Defense to optimize resource allocation processes.
The Applications of Linear Programming
Linear Programming has several applications in production, finance, transportation, military strategy, and optimization of resources. Below are some examples:
The Advantages of Linear Programming
Linear Programming enables organizations to streamline their operations, optimize efficiency and maximize profits. Other advantages include: Learn more about the subject with this suggested external resource. Www.Analyticsvidhya.com, extra details and fresh viewpoints on the topic discussed in this article.
Conclusion
Linear programming is a powerful tool used by organizations to improve efficiency, optimize processes and minimize costs while operating within specific constraints. Its applications span several industries, making it a valuable skill set for professionals to have. As the business world becomes more data-driven, understanding mathematical optimization techniques such as linear programming is becoming increasingly important for success.
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