Integer programming and combinatorial optimization - Info and Reading Options

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Title -- Preface -- Organization -- Table of Contents -- Solving LP Relaxations of Large-Scale Precedence Constrained Problems -- Introduction -- Definitions and Preliminaries -- The Precedence Constrained Production Scheduling Problem -- Background -- Our Results -- A General Algorithmic Template -- Applying the Template -- Computational Experiments -- References -- Computing Minimum Multiway Cuts in Hypergraphs from Hypertree Packings -- Introduction -- Preliminaries -- Outline of Our Result -- Proof of Theorem 2 -- Proof of Theorem 5 -- Concluding Remarks -- References -- Eigenvalue Techniques for Convex Objective, Nonconvex Optimization Problems -- Introduction -- Techniques -- Adapting the Template -- Projecting a Quadratic -- Combinatorial Bounds on Distance Functions -- Application of the S-Lemma -- Computational Experiments -- References -- Restricted b-Matchings in Degree-Bounded Graphs -- Introduction -- Main Theorem -- Shrinking -- Proof of Theorem 5 -- Algorithm -- References -- Zero-Coefficient Cuts -- Introduction -- Infeasibility Certificates for Corner Polyhedra -- Zero-Coefficient Cuts from Corner Polyhedra -- Zero-Coefficient Cuts from Mixed Integer Polyhedra -- Computational Results -- References -- Prize-Collecting Steiner Network Problems -- Introduction -- Problems We Consider -- Our Results -- A New LP Relaxation -- Why Does a "Natural" LP Relaxation Not Work? -- Some Technical Results Regarding LP (2) -- Proof of Lemma 3 -- Proof of Lemma 2 -- References -- On Lifting Integer Variables in Minimal Inequalities -- Introduction -- Minimum Lifting Coefficient of a Single Variable -- Characterizing the Region R{ψ} -- Conclusion -- References -- Efficient Edge Splitting-Off Algorithms Maintaining All-Pairs Edge-Connectivities -- Introduction -- Efficient Complete Edge Splitting-Off Algorithm

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