Chapter 38: Integral affine structures on spheres and torus fibrations of Calabi-Yau toric hypersurfaces I 0011

Haase, Christian; Zharkov, Ilia

Original paper · arXiv:math/0205321v1

Reference depth 1

Structured source objects tagged and independently verified; source edition and mathematical dependency gaps remain separate.

Source edition: math/0205321v1

Read the complete paper

Statements and objects

1. Acknowledgments . [03CT]
2. Definition . [03CW]
3. Lemma 2.1 . [03CX]
4. Definition . [03CY]
5. Definition . [03CZ]
6. Lemma 2.2 . [03D0]
7. Proof of Lemma 2.2 . [03D1]
8. Definition . [03D3]
9. Definition . [03D4]
10. Definition . [03D5]
11. Lemma 2.3 . [03D6]
12. Proof. [03D7]
13. Definition . [03D9]
14. Lemma 2.4 . [03DA]
15. Proof. [03DB]
16. Definition . [03DC]
17. Theorem 2.5 . [03DD]
18. Proof. [03DE]
19. Remark . [03DI]
20. Definition . [03DK]
21. Remark . [03DL]
22. Lemma 3.1 . [03DM]
23. Proof. [03DN]
24. Proposition 3.2 . [03DP]
25. Idea of the proof. [03DQ]
26. Definition . [03DR]
27. Definition . [03DS]
28. Lemma 3.3 . [03DT]
29. Proof. [03DU]
30. Definition . [03DW]
31. Lemma 3.4 . [03DX]
32. Lemma 3.5 . [03DY]
33. Proof. [03DZ]
34. Remark . [03E0]
35. Definition . [03E1]
36. Lemma 3.6 . [03E2]
37. Proof. [03E3]
38. Remark . [03E4]
39. Definition . [03E6]
40. Theorem 3.7 . [03E7]
41. Lemma 3.8 . [03E8]
42. Proof. [03E9]
43. Remark . [03EA]
44. Lemma 3.9 . [03EB]
45. Proof. [03EC]
46. Proof of Theorem 3.7 . [03ED]
47. Remark . [03EE]
48. Remark . [03EF]

Contents