Now, we have added m slack variables to the original n variables, and we have m equations constraining the variables. So we have n degrees of freedom, which we can use to set the values of some ...

A new procedure for mixed integer programming is presented. It is applicable where the integer variables must be either zero or one, and where the integer variables are divided into sets such that the ...

In the classical linear programming problem the behaviour of continuous, nonnegative variables subject to a system of linear inequalities is investigated. One possible generalization of this problem ...