FORTRAN Codes for Mathematical Programming: Linear, Quadratic and Discrete
FORTRAN Codes for Mathematical Programming: Linear, Quadratic and Discrete
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A combination of the branching procedures suggested for integer programming by Land and Doig (1960) and Dakin (1965) is presented. It consists of a controlled number of "head branches" setting a variable equal to integers, and two "shoulder branches" which restrict the value of this variable by a lower bound and by an upper bound, respectively. This branching procedure combines the advantages of both parents techniques.