Chapter 17: Complete Calabi-Yau metrics in the complement of two divisors 000F

Collins, Tristan C.; Li, Yang

Original paper · arXiv:2203.10656v1

Reference depth 1

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

Source edition: 2203.10656v1

Read the complete paper

Statements and objects

1. Theorem 1.1 (Tian-Yau, [ 16 ] ) . [021Y]
2. Question . [021Z]
3. Theorem 1.2 . [0220]
4. Acknowledgement . [0221]
5. Notation . [0224]
6. Lemma 2.1 . [0227]
7. Remark 2.2 . [0228]
8. Lemma 2.3 . [022B]
9. Proof. [022C]
10. Remark 2.4 . [022D]
11. Remark 2.5 . [022E]
12. Remark 2.6 . [022F]
13. Remark 2.7 . [022J]
14. Remark 2.8 . [022N]
15. Remark 2.9 . [022P]
16. Remark 2.10 . [022Q]
17. Remark 2.11 . [022S]
18. Lemma 3.1 . [022W]
19. Proof. [022X]
20. Remark 3.2 . [022Y]
21. Remark 3.3 . [022Z]
22. Lemma 3.4 . [0232]
23. Proof. [0233]
24. Corollary 3.5 . [0234]
25. Proof. [0235]
26. Lemma 3.6 . [0237]
27. Proof. [0238]
28. Lemma 3.7 . [023A]
29. Proof. [023B]
30. Remark 3.8 . [023C]
31. Lemma 4.1 . [023F]
32. Theorem 4.2 . [023I]
33. Proposition 4.3 . [023J]
34. Remark 4.4 . [023K]
35. Lemma 4.5 . [023L]
36. Proof. [023M]
37. Corollary 4.6 . [023N]
38. Lemma 4.7 . [023Q]
39. Lemma 4.8 . [023R]
40. Lemma 4.9 . [023S]
41. Proof. [023T]
42. Lemma 4.10 . [023U]
43. Proof. [023V]
44. Lemma 4.11 . [023X]
45. Proof. [023Y]
46. Lemma 4.12 . [0240]
47. Proof. [0241]
48. Corollary 4.13 . [0242]
49. Proof. [0243]
50. Lemma 4.14 . [0245]
51. Theorem 5.1 . [024A]
52. Proof. [024B]
53. Lemma 5.2 . [024D]
54. Proof. [024E]
55. Proposition 5.3 . [024F]
56. Proof. [024G]
57. Lemma 5.4 . [024H]

Contents