
Studies in Integer Programming
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Content
- Front Cover
- Studies in Integer Programming
- Copyright Page
- Contents
- Preface
- Chapter 1. Reduction and Decomposition of Integer Programs Over Cones
- Chapter 2. Some Valid Inequalities for the Set Partitioning Problem
- Chapter 3. Backtracking Algorithms for Network Reliability Analysis
- Chapter 4. Coloring the Edges of a Hypergraph and Linear Programming Techniques
- Chapter 5. Sharp Lower Bounds and Efficient Algorithms for the Simple Plant Location Problem
- Chapter 6. Partial Orderings in Implicit Enumeration
- Chapter 7. A Subadditive Approach to Solve Linear Integer Programs
- Chapter 8. Aggregation of Inequalities in Integer Programming
- Chapter 9. On the Uncapacitated Location Problem
- Chapter 10. Some Coloring Techniques
- Chapter 11. A Min-Max Relation for Submodular Functions on Graphs
- Chapter 12. How Can Specialized Discrete and Convex Optimization Methods be Married
- Chapter 13. On Integer and Mixed Integer Fractional Programming Problems
- Chapter 14. Graphs with Cycles Containing Given Paths
- Chapter 15. Algorithms for Exploiting the Structure of the Simple Plant Location Problem
- Chapter 16. Reduction Methods for State Enumeration Integer Programming
- Chapter 17. Subdegrees and Chromatic Numbers of Hypergraphs
- Chapter 18. Cutting-Plane Theory: Disjunctive Methods
- Chapter 19. A 'Pseudopolynomial' Algorithm for Sequencing Jobs to Minimize Total Tardiness
- Chapter 20. Complexity of Machine Scheduling Problems
- Chapter 21. Certain Duality Principles in Integer Programming
- Chapter 22. Parametric Integer Programming: the Righthand-Side Case
- Chapter 23. An Example of Dual Polytopes in the Unit Hypercube
- Chapter 24. Implicit Enumeration with Generalized Upper Bounds
- Chapter 25. On Some Nonlinear Knapsack Problems
- Chapter 26. The Minimal Integral Separator of a Threshold Graph
- Chapter 27. On the Complexity of Set Packing Polyhedra
- Chapter 28. Properties of Facets of Binary Polytopes
- Chapter 29. Vertex Generation Methods for Problems with Logical Constraints
- Chapter 30. Sensitivity Analysis in Integer Programming
- Chapter 31. A Lifo Implicit Enumeration Search Algorithm for the Symmetric Traveling Salesman Problem Using Held and Karp's 1-Tree Relaxation
- Chapter 32. Computational Performance of Three Subtour Elimination Algorithms for Solving Asymmetric Traveling Salesman Problems
- Chapter 33. On Antiblocking sets and Polyhedra
- Chapter 34. On the Generality of Multi-Terminal Flow Theory
- Chapter 35. Valid Inequalities, Covering Problems and Discrete Dynamic Programs
- Chapter 36. Some Partial Orders Related to Boolean Optimization and the Greedy Algorithm
- Chapter 37. Integer Linear Programming with Multiple Objectives
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