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Advanced textbook in computational geometry; algorithmic approach.
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Produktdetails
- Produktdetails
- Verlag: Cambridge University Press
- Seitenzahl: 544
- Erscheinungstermin: 13. März 1998
- Englisch
- Abmessung: 246mm x 189mm x 29mm
- Gewicht: 1039g
- ISBN-13: 9780521565295
- ISBN-10: 0521565294
- Artikelnr.: 22092180
- Verlag: Cambridge University Press
- Seitenzahl: 544
- Erscheinungstermin: 13. März 1998
- Englisch
- Abmessung: 246mm x 189mm x 29mm
- Gewicht: 1039g
- ISBN-13: 9780521565295
- ISBN-10: 0521565294
- Artikelnr.: 22092180
Preface
Part I. Algorithmic Tools: 1. Notions of complexity
2. Basic data structures
3. Deterministic methods used in geometry
4. Random sampling
5. Randomized algorithms
6. Dynamic randomized algorithms
Part II. Convex Hulls: 7. Polytopes
8. Incremental convex hulls
9. Convex hulls in 2 and 3 dimensions
10. Linear programming
Part III. Triangulations: 11. Complexes and triangulations
12 Triangulations in dimension 2
13. Triangulations in dimension 3
Part IV. Arrangements: 14. Arrangements of hyperplanes
15. Arrangements of line segments in the plane
16. Arrangements of triangles
Part V. Voronoi Diagrams: 17. Euclidean metrics
18. Non-Euclidean metrics
19. Diagrams in the plane
References
Notation
Index.
Part I. Algorithmic Tools: 1. Notions of complexity
2. Basic data structures
3. Deterministic methods used in geometry
4. Random sampling
5. Randomized algorithms
6. Dynamic randomized algorithms
Part II. Convex Hulls: 7. Polytopes
8. Incremental convex hulls
9. Convex hulls in 2 and 3 dimensions
10. Linear programming
Part III. Triangulations: 11. Complexes and triangulations
12 Triangulations in dimension 2
13. Triangulations in dimension 3
Part IV. Arrangements: 14. Arrangements of hyperplanes
15. Arrangements of line segments in the plane
16. Arrangements of triangles
Part V. Voronoi Diagrams: 17. Euclidean metrics
18. Non-Euclidean metrics
19. Diagrams in the plane
References
Notation
Index.
Preface
Part I. Algorithmic Tools: 1. Notions of complexity
2. Basic data structures
3. Deterministic methods used in geometry
4. Random sampling
5. Randomized algorithms
6. Dynamic randomized algorithms
Part II. Convex Hulls: 7. Polytopes
8. Incremental convex hulls
9. Convex hulls in 2 and 3 dimensions
10. Linear programming
Part III. Triangulations: 11. Complexes and triangulations
12 Triangulations in dimension 2
13. Triangulations in dimension 3
Part IV. Arrangements: 14. Arrangements of hyperplanes
15. Arrangements of line segments in the plane
16. Arrangements of triangles
Part V. Voronoi Diagrams: 17. Euclidean metrics
18. Non-Euclidean metrics
19. Diagrams in the plane
References
Notation
Index.
Part I. Algorithmic Tools: 1. Notions of complexity
2. Basic data structures
3. Deterministic methods used in geometry
4. Random sampling
5. Randomized algorithms
6. Dynamic randomized algorithms
Part II. Convex Hulls: 7. Polytopes
8. Incremental convex hulls
9. Convex hulls in 2 and 3 dimensions
10. Linear programming
Part III. Triangulations: 11. Complexes and triangulations
12 Triangulations in dimension 2
13. Triangulations in dimension 3
Part IV. Arrangements: 14. Arrangements of hyperplanes
15. Arrangements of line segments in the plane
16. Arrangements of triangles
Part V. Voronoi Diagrams: 17. Euclidean metrics
18. Non-Euclidean metrics
19. Diagrams in the plane
References
Notation
Index.