Linear programming is heavily used in microeconomics and company management, such as planning, production, transportation, technology and other issues, either to maximize the income or minimize the costs of a production scheme. In the real world the problem is to find the maximum profit for a certain production. In "real life", linear programming is part of a very important area of mathematics called "optimization techniques". In this paper, it is to be investigated two different solving graphical methods for some real life problems. Then we may introduce a new program for linear programming which is my own invention software. This system is computerized system using Microsoft Visual Basic Programming Software. This software may be helpful ...
This paper is an attempt to explain and illustrate the basis for and the methodology of the linear o...
summary:At universities focused on economy, Operation Research topics are usually included in the st...
If a chocolatier is to meet the constraints imposed on his business. How do we find the best combina...
Linear programming is heavily used in microeconomics and company management, such as planning, produ...
Linear programming finds the least expensive way to meet given needs with available resources. Its r...
Having studied the algorithms for manual solution of linear programming problems, it is useful to ge...
In this paper, to study the applications of Linear Programming( The BIG M Method ) in Business probl...
Linear programming problems with maximally three variables can be solved graphicaly. The aim of this...
Ever since its discovery back in 1942, linear programming has found its way into many industrial and...
Today\u27s world is one characterized by rampant scientific research and development. The recent pro...
This book aims to illustrate with practical examples the applications of linear optimization techniq...
Linear programming (LP) is a highly versatile mathematical optimization technique which has found wi...
Computer solutions of linear programming problems are outlined. Information covers vector spaces, co...
U ovom završnom radu rješava se definirani problem linearnog programiranja različitim metodama. Line...
The purpose of the article is to improve the study of such software products, as systems of the auto...
This paper is an attempt to explain and illustrate the basis for and the methodology of the linear o...
summary:At universities focused on economy, Operation Research topics are usually included in the st...
If a chocolatier is to meet the constraints imposed on his business. How do we find the best combina...
Linear programming is heavily used in microeconomics and company management, such as planning, produ...
Linear programming finds the least expensive way to meet given needs with available resources. Its r...
Having studied the algorithms for manual solution of linear programming problems, it is useful to ge...
In this paper, to study the applications of Linear Programming( The BIG M Method ) in Business probl...
Linear programming problems with maximally three variables can be solved graphicaly. The aim of this...
Ever since its discovery back in 1942, linear programming has found its way into many industrial and...
Today\u27s world is one characterized by rampant scientific research and development. The recent pro...
This book aims to illustrate with practical examples the applications of linear optimization techniq...
Linear programming (LP) is a highly versatile mathematical optimization technique which has found wi...
Computer solutions of linear programming problems are outlined. Information covers vector spaces, co...
U ovom završnom radu rješava se definirani problem linearnog programiranja različitim metodama. Line...
The purpose of the article is to improve the study of such software products, as systems of the auto...
This paper is an attempt to explain and illustrate the basis for and the methodology of the linear o...
summary:At universities focused on economy, Operation Research topics are usually included in the st...
If a chocolatier is to meet the constraints imposed on his business. How do we find the best combina...