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Model Building in Linear and Integer Programming
LPBased Combinatorial Problem Solving
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00 T FTF 0ptimization APPLICATION PROBLEMS SOLVEV APPRESS approximation AUTHOR(S BV THE COVE combinatorial COMPUTER SYSTEMS CONPITIONS OF Al/AILABILITY constrained optimization convergence convex COPE defined differentiable dual efficient equations evaluations example F0RTRAN feasible formulation function value geometric programming global minimum global optimization gradient GRG2 Hessian implementation IMPLEMENTEP inequality integer programming IQP method iteration Lagrange multipliers Lagrangian line search linear programming local minimum lower bound Math MATHEMATICAL METHOP MATHEMATICAL PROBLEM Mathematical Programming matrix minimization multipliers node nonlinear constraints nonlinear programming objective function obtained optimal control optimal solution optimization problems ORPEREP Padberg parallel algorithms parallel computation polynomial polytope POMAIN OF APPLICATIONS PRACTICAL APPLICATION PROBLEMS PROBLEMS SOLVEV BV procedure PROGRAMMING LANGUAGE quadratic programming quasi-Newton methods Schittkowski solving SPECIAL PROGRAM FEATURES step stochastic strategy subgradient subproblem test problems traveling salesman problem unconstrained update upper bound variables vector zero-one