9 Landau–Ginzburg models

Chapters in this book

1. Frontmatter I
2. Dedication V
3. Contents VII
4. Preface XI
5. Outline of the book XV
6. Notation and conventions XXIII
7. Part I Definitions and basic properties
8. 1 Weighted projective spaces 3
9. 2 Weighted complete intersections 57
10. 3 Smooth and quasi-smooth weighted complete intersections 102
11. 4 Toric point of view 156
12. Part II Geometric and numerical properties
13. 5 Divisors 183
14. 6 Numerical bounds 215
15. 7 Automorphisms 239
16. 8 Hodge minimality 251
17. Part III Mirror symmetry
18. 9 Landau–Ginzburg models 277
19. 10 First middle Hodge number 310
20. 11 Nef-partitions 335
21. T Tables 349
22. A Algebra 365
23. B Branch loci 401
24. Dedication 407
25. Bibliography
26. Index 419