Higher Dimensional Algebraic Geometry

Higher Dimensional Algebraic Geometry

A Volume in Honor of V. V. Shokurov

Hacon, Christopher; Xu, Chenyang

Cambridge University Press

11/2024

450

Mole

9781009396240

Pré-lançamento - envio 15 a 20 dias após a sua edição

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1. Foreword; 2. Birational geometry of algebraic varieties and Shokurov's work; 3. ACC for log canonical thresholds for complex analytic spaces; 4. Conjectures on the Kodaira dimension; 5. Characterizing terminal Fano three folds with the smallest anti-canonical volume; 6. Uniform rational polytopes for Iitaka dimensions; 7. MMP for algebraically integrable foliations; 8. On Toric Fano fibrations; 9. Q-Fano three folds of Fano index thirteen; 10. Reflective 2-elementary lattices; 11. The relative duBois complex-on a question of s. Zucker; 12. Factorization presentations; 13. Spectrum bounds in geometry; 14. On the DCC of Iitaka volumes; 15. Shokurov's index conjecture for quotient singularities; 16. A note on the Sarkisov program; 17. Cluster varieties and Toric specializations of Fano varieties; 18. Birational rigidity and alpha invariants of Fano varieties; 19. On f-pure inversion of adjunction; 20. On termination and fundamental groups; 21. Motivic integration on Berkovich spaces.
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