“Convincing yourself is easy, persuading a colleague is harder, but proving it to a computer is hardest of all!” R. Hamming, ca 1985 The art of formulating linear and integer linear programs is, well, an art: It is hard to teach, and evenharder to learn. To help demystify this art, we present a set of modeling building blocks that we call “formulettes. ” Each formulette consists of a short verbal description that must be expressed in terms of variables and constraints in a linear or integer linear program. These formulettes can better be discussed and analyzed in isolation from the much more complicated models they comprise. Not all models can be built from the formulettes we present. Rather, these are chosen because they are the most frequ...
At head of title: Center for Computational Research in Economics and Management Science
Introduction to Linear Programming Linear programming is a very important class of problems, both a...
Most research in mathematical programming has been concerned with efficient computational algorithms...
“Convincing yourself is easy, persuading a colleague is harder, but proving it to a computer is hard...
“Convincing yourself is easy, persuading a colleague is harder, but proving it to a computer is hard...
The article of record as published may be found at https://doi.org/10.1287/ited.7.2.153The art of fo...
This paper describes the philosophy underlying the development of an intelligent system to assist in...
Linear and integer programming are fundamental toolkits for data and information science and technol...
Aims which a formulator has when building a Linear or Integer Programming model are suggested. Ways ...
Algebraic modeling languages have become a standard tool in the development of linear and nonlinear ...
Abstract. Creating good integer programming formulations had, as a basic axiom, the rule “Find formu...
Creating good integer programming formulations had, as a basic axiom, the rule “Find formulations wi...
For mathematical programming (MP) to have greater impact upon the decision making process, MP softwa...
This study aims to understand how students acquire the ability to model linear programming (LP) prob...
Integer programs are harder to solve than linear programs of similar size. Even those of modest size...
At head of title: Center for Computational Research in Economics and Management Science
Introduction to Linear Programming Linear programming is a very important class of problems, both a...
Most research in mathematical programming has been concerned with efficient computational algorithms...
“Convincing yourself is easy, persuading a colleague is harder, but proving it to a computer is hard...
“Convincing yourself is easy, persuading a colleague is harder, but proving it to a computer is hard...
The article of record as published may be found at https://doi.org/10.1287/ited.7.2.153The art of fo...
This paper describes the philosophy underlying the development of an intelligent system to assist in...
Linear and integer programming are fundamental toolkits for data and information science and technol...
Aims which a formulator has when building a Linear or Integer Programming model are suggested. Ways ...
Algebraic modeling languages have become a standard tool in the development of linear and nonlinear ...
Abstract. Creating good integer programming formulations had, as a basic axiom, the rule “Find formu...
Creating good integer programming formulations had, as a basic axiom, the rule “Find formulations wi...
For mathematical programming (MP) to have greater impact upon the decision making process, MP softwa...
This study aims to understand how students acquire the ability to model linear programming (LP) prob...
Integer programs are harder to solve than linear programs of similar size. Even those of modest size...
At head of title: Center for Computational Research in Economics and Management Science
Introduction to Linear Programming Linear programming is a very important class of problems, both a...
Most research in mathematical programming has been concerned with efficient computational algorithms...