Higher Dimensional Algebraic Geometry
eBook - PDF

Higher Dimensional Algebraic Geometry

A Volume in Honor of V. V. Shokurov

  1. 458 pages
  2. English
  3. PDF
  4. Available on iOS & Android
eBook - PDF

Higher Dimensional Algebraic Geometry

A Volume in Honor of V. V. Shokurov

About this book

Arising from the 2022 Japan-US Mathematics Institute, this book covers a range of topics in modern algebraic geometry, including birational geometry, classification of varieties in positive and zero characteristic, K-stability, Fano varieties, foliations, the minimal model program and mathematical physics. The volume includes survey articles providing an accessible introduction to current areas of interest for younger researchers. Research papers, written by leading experts in the field, disseminate recent breakthroughs in areas related to the research of V.V. Shokurov, who has been a source of inspiration for birational geometry over the last forty years.

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Yes, you can access Higher Dimensional Algebraic Geometry by Christopher Hacon,Chenyang Xu in PDF and/or ePUB format, as well as other popular books in Mathematics & Topology. We have over one million books available in our catalogue for you to explore.

Information

Table of contents

  1. Cover
  2. Half-Title Page
  3. Series Page
  4. Title Page
  5. Imprints Page
  6. Contents
  7. List of Contributors
  8. Preface
  9. 1 Birational Geometry of Algebraic Varieties and Shokurov's Work
  10. 2 ACC for Log Canonical Thresholds for Complex Analytic Spaces
  11. 3 Conjectures on the Kodaira Dimension
  12. 4 Characterizing Terminal Fano Threefolds with the Smallest Anti-Canonical Volume, II
  13. 5 Uniform Rational Polytopes for Iitaka Dimensions
  14. 6 MMP for Algebraically Integrable Foliations
  15. 7 On Toric Fano Fibrations
  16. 8 Q-Fano Threefolds of Fano Index 13
  17. 9 Reflective Hyperbolic Two-Elementary Lattices, K3 Surfaces and Hyperkahler Manifolds
  18. 10 The Relative Du Bois Complex – on a Question of S. Zucker
  19. 11 Factorization Presentations
  20. 12 Spectrum Bounds in Geometry
  21. 13 On the DCC of Iitaka Volumes
  22. 14 Shokurov's Index Conjecture for Quotient Singularities
  23. 15 A Note on the Sarkisov Program
  24. 16 Cluster Varieties and Toric Specializations of Fano Varieties
  25. 17 Birational Rigidity and Alpha Invariants of Fano Varieties
  26. 18 On F-Pure Inversion of Adjunction
  27. 19 On Termination of Flips and Fundamental Groups
  28. 20 Motivic Integration on Berkovich Spaces