Learn how to formulate and solve linear programming problems with integer or binary variables using branch and bound and cutting planes methods.

The binary linear programming (BLP) model is NP-complete and up to now we have not been aware of any polynomial algorithm for this model. See for example Fortnow [1] [2] for more on complexity.

The row with BINARY type indicates that this problem is a mixed integer program and all the integer variables are binary. The integer values of the row set an ordering for PROC LP to pick the ...

Mathematical programming is a branch of applied mathematics and has recently been used to derive new decoding approaches, challenging established but often heuristic algorithms based on iterative ...

A new method, based on binary integer programming, to solve the problem of fault section estimation in power systems is developed in this work. This optimization model is formulated based on a set of ...

Our study is to find an efficient method to transform general SAT problems to binary integer linear programming (BILP) problems in larger size. Observing the feature of variable-clauses constraints in ...