
Abstract A FAMILY of approximate algorithms for solving zero-one integer linear programming problems is described. A generator of conditions of problems with known optimal solutions is proposed for the experimental study of the algorithms. The results of computer experiments are outlined.
known optimal solutions, computational study, conditions generator, computer experiments, approximate algorithms, locally stochastic algorithms, Numerical mathematical programming methods, Linear programming, Boolean programming, comparison of algorithms, integer linear programming problems
known optimal solutions, computational study, conditions generator, computer experiments, approximate algorithms, locally stochastic algorithms, Numerical mathematical programming methods, Linear programming, Boolean programming, comparison of algorithms, integer linear programming problems
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