Concepedia

Concept

disjunctive programming

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76

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5.5K

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117

Authors

67

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About

Disjunctive programming is a framework within mathematical optimization concerned with problems where the feasible region is defined by disjunctions (logical ORs) of simpler constraint sets, typically convex polyhedra. This approach allows for the direct modeling of logical conditions, combinatorial choices, and piecewise linear functions, providing a foundational basis for understanding and solving a broad range of complex optimization problems, including mixed-integer programming, through specialized techniques such as cutting plane methods.

Top Authors

Rankings shown are based on concept H-Index.

IE

Carnegie Mellon University

FT

Carnegie Mellon University

EB

Carnegie Mellon University

SS

University of Arizona

HD

Virginia Tech

Top Institutions

Rankings shown are based on concept H-Index.

Pittsburgh, United States

University of Arizona

Tucson, United States

Northwestern University

Evanston, United States

Virginia Tech

Blacksburg, United States