Lifted Cover Inequalities for 0-1 Integer Programs: Computation
Published Online:1 Nov 1998https://doi.org/10.1287/ijoc.10.4.427
References
- Facets of the Knapsack Polytope. Mathematical Programming (1975) 8 146 164 Crossref, Google Scholar
- Facets of the Knapsack Polytope from Minimal Covers. SIAM Journal on Applied Mathematics (1978) 34 119 148 Crossref, Google Scholar
- The MIPLIB Mixed Integer Programming Library. (1992) . Technical report R92-36, Rice University Google Scholar
- CPLEX Optimization, Inc. Using the CPLEX Callable Library and CPLEX Mixed Integer Library, Version 3.0 (1994) Google Scholar
- Solving Large Scale Zero-One Linear Programming Problems. Operations Research (1983) 31 803 834 Link, Google Scholar
- Some Polyhedra Related to Combinatorial Problems. Linear Algebra and Its Application (1969) 2 451 558 Crossref, Google Scholar
- A Cutting Plane Algorithm for the Linear Ordering Problem. Operations Research (1984) 32 1195 1220 Link, Google Scholar
- Lifted Cover Inequalities for 0–1 and Mixed 0–1 Integer Programs. (1995) . Ph.D. thesis, Georgia Institute of Technology Google Scholar
- Lifted Cover Inequalities for 0–1 Integer Programs: Complexity. INFORMS Journal on Computing (1994) . to appear Google Scholar
- Lifted Cover Inequalities for 0–1 Integer Programs: Algorithms. (1998) . In preparation Google Scholar
- Facets of Regular 0–1 Polytopes. Mathematical Programming (1975) 8 179 206 Crossref, Google Scholar
- The Complexity of Lifted Inequalities for the Knapsack Problem. Discrete Applied Mathematics (1992) 39 113 123 Crossref, Google Scholar
- LP-Based Combinatorial Problem Solving. Annals of Operations Research (1985) 4 145 194 Crossref, Google Scholar
- Improving LP-Representations of Zero-One Linear Programs for Branch-and-Cut. ORSA Journal on Computing (1991) 3 121 134 Link, Google Scholar
- IBM Corporation Optimization Subroutine Library, Guide and Reference (1990) Google Scholar
- A Note on the Knapsack Problem with Special Ordered Sets. Operations Research Letters (1981) 1 18 22 Crossref, Google Scholar
- Knapsack Problems: Algorithms and Computer Implementations (1990) (Wiley, New York) Google Scholar
- MINTO, a Mixed INTeger Optimizer. Operations Research Letters (1994) 15 47 58 Crossref, Google Scholar
- Lifted Cover Facets of the 0–1 Knapsack Polytope with GUB Constraints. Operations Research Letters (1994) 16 255 263 Crossref, Google Scholar
- Integer and Combinatorial Optimization (1988) (Wiley, New York) Crossref, Google Scholar
- On the Facial Structure of set Packing Polyhedra. Mathematical Programming (1973) 5 199 215 Crossref, Google Scholar
- Optimization of a 532 City Symmetric Traveling Salesman Problem by Branch and Cut. Operations Research Letters (1987) 6 1 7 Crossref, Google Scholar
- Solving Mixed 0–1 Programs by Automatic Reformulation. Operations Research (1987) 35 45 57 Link, Google Scholar
- Faces for a Linear Inequality in 0–1 Variables. Mathematical Programming (1975) 8 165 178 Crossref, Google Scholar
- Facets and Strong Valid Inequalities for Integer Programs. Operations Research (1976) 24 367 372 Link, Google Scholar
- Valid Inequalities for 0–1 Knapsacks and MIPS with Generalized Upper Bound Constraints. Discrete Applied Mathematics (1990) 29 251 261 Crossref, Google Scholar
- Lifting the Facets of Zero-One Polytopes. Mathematical Programming (1978) 15 268 277 Crossref, Google Scholar
- Easily Computable Facets of the Knapsack Polytope. Mathematics of Operations Research (1989) 14 760 765 Link, Google Scholar

