Convex bodies and algebraic geometry
- Publisher: Springer(Berlin [u.a.]), 1988
Access Full Book
topBook Parts
top- INTRODUCTION: Introduction.Access to Book Part
- CHAPTER: Chapter 1. Fans and Toric Varieties.Access to Book Part
- CHAPTER: 1.1 Strongly Convex Rational Polyhedral Cones and Fans.Access to Book Part
- CHAPTER: 1.2 Toric Varieties.Access to Book Part
- CHAPTER: 1.3 Orbit Decomposition, Manifolds with Corners and the Fundamental Group.Access to Book Part
- CHAPTER: 1.4 Nonsingularity and Compactness.Access to Book Part
- CHAPTER: 1.5 Equivariant Holomorphic Maps.Access to Book Part
- CHAPTER: 1.6 Low Dimensional Toric Singularities and Finite Continued Fractions.Access to Book Part
- CHAPTER: 1.7 Birational Geometry of Toric Varities.Access to Book Part
- CHAPTER: Chapter 2. Integral Convex Polytopes and Toric Projective Varieties.Access to Book Part
- CHAPTER: 2.1 Equivariant Line Bundles, Invariant Cartier Divisors.Access to Book Part
- CHAPTER: 2.2 Cohomology of Compact Toric Varities.Access to Book Part
- CHAPTER: 2.3 Equivariant Holomorphic Maps to Projective Spaces.Access to Book Part
- CHAPTER: 2.4 Toric Projective Varieties.Access to Book Part
- CHAPTER: 2.5 Mori's Theory and Toric Projective Varieties.Access to Book Part
- CHAPTER: Chapter 3. Toric Varieties and Holomorphic Differential Forms.Access to Book Part
- CHAPTER: 3.1 Differential Forms with Logarithmic Poles.Access to Book Part
- CHAPTER: 3.2 Ishida's Complexes.Access to Book Part
- CHAPTER: 3.3 Compact Toric Varieties and Holomorphic Differential Forms.Access to Book Part
- CHAPTER: 3.4 Automorphism Groups of Toric Varieites and the Cremona Groups.Access to Book Part
- CHAPTER: Chapter 4. Applications.Access to Book Part
- CHAPTER: 4.1 Periodic Continued Fractions and Two-Dimensional Toric Varieties.Access to Book Part
- CHAPTER: 4.2 Cusp Singularities.Access to Book Part
- CHAPTER: 4.3 Compact Quotients of Toric Varities.Access to Book Part
- CHAPTER: Appendix: Geometry Polydedral Cones.Access to Book Part
- CHAPTER: A.1 Convex Polyhedral Cones.Access to Book Part
- CHAPTER: A.2 Convex Polydedral.Access to Book Part
- CHAPTER: A.3 Support Function.Access to Book Part
- CHAPTER: A.4 The Mixed Volume of compact convex sets.Access to Book Part
- CHAPTER: A.5 Morphology for Convex Polytopes.Access to Book Part
- INDEX OF SUBJECTS: Subject Indey.Access to Book Part
How to cite
topCitations in EuDML Documents
top- David Perkinson, Principal parts of line bundles on toric varieties
- S. Hosono, A. Klemm, S. Theisen, An Extended Lecture on Mirror Symmetry
- A. BiaŁynicki-Birula, J. Święcicka, A recipe for finding open subsets of vector spaces with a good quotient
- Richard Scott, Projective embeddings of toric varieties
- Daniele Mundici, Giovanni Panti, A constructive proof that every 3-generated l-group is ultrasimplicial
- Osamu Fujino, Hiroshi Sato, Yukishige Takano, Hokuto Uehara, Three-dimensional terminal toric flips
- M. Marchisio, V. Perduca, On some properties of explicit toric degenerations
- Maria Isabel, Tavares Camacho, Felipe Cano, Singular foliations of toric type
- Genaro Hernandez-Mada, Humberto Abraham Martinez-Gil, Orbit-cone correspondence for the proalgebraic completion of normal toric varieties
- Laura Costa, Rosa Miró-Roig, Derived category of toric varieties with small Picard number