Geometric algorithms and combinatorial optimization

Martin Grötschel; László Lovász; Alexander Schrijver

  • Publisher: Springer4060 XII, 362 S(Berlin [u.a.]), 1988

Book Parts

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  1. CHAPTER: Chapter 0. Mathematical PreliminariesAccess to Book Part 
  2. CHAPTER: Chapter 1. Complexity, Oracles, and Numerical ComputationAccess to Book Part 
  3. CHAPTER: Chapter 2: Algorithmic Aspects of Convex Sets: Formulation of the ProblemsAccess to Book Part 
  4. CHAPTER: Chapter 3. The Ellipsoid MethodAccess to Book Part 
  5. CHAPTER: Chapter 4. Algorithms for Convex BodiesAccess to Book Part 
  6. CHAPTER: Chapter 5. Diophantie Approximation and Basic ReductionAccess to Book Part 
  7. CHAPTER: Chapter 6. Rational PolyhedraAccess to Book Part 
  8. CHAPTER: Chapter 7. Combinatorial Optimization: Some Basic ExamplesAccess to Book Part 
  9. CHAPTER: Chapter 8. Combinatorial Optimization: A Toer d'HorizonAccess to Book Part 
  10. CHAPTER: Chapter 9. Stable Sets in GraphsAccess to Book Part 
  11. CHAPTER: Chapter 10. Submodular FunctionsAccess to Book Part 
  12. INDEX OF AUTHORS: Author IndexAccess to Book Part 
  13. INDEX OF SUBJECTS: Subject IndexAccess to Book Part 
  14. APPENDIX: Five Basic ProblemsAccess to Book Part 

How to cite

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Grötschel, Martin, Lovász, László, and Schrijver, Alexander. Geometric algorithms and combinatorial optimization. Berlin [u.a.]: Springer4060 XII, 362 S, 1988. <http://eudml.org/doc/204187>.

@book{Grötschel1988,
author = {Grötschel, Martin, Lovász, László, Schrijver, Alexander},
keywords = {ellipsoid method; basis reduction; combinatorial optimization; algorithms},
language = {eng},
location = {Berlin [u.a.]},
publisher = {Springer4060 XII, 362 S},
title = {Geometric algorithms and combinatorial optimization},
url = {http://eudml.org/doc/204187},
year = {1988},
}

TY - BOOK
AU - Grötschel, Martin
AU - Lovász, László
AU - Schrijver, Alexander
TI - Geometric algorithms and combinatorial optimization
PY - 1988
CY - Berlin [u.a.]
PB - Springer4060 XII, 362 S
LA - eng
KW - ellipsoid method; basis reduction; combinatorial optimization; algorithms
UR - http://eudml.org/doc/204187
ER -

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