Chapter 42: Singularities of special Lagrangian fibrations and the SYZ Conjecture 0015

Joyce, Dominic

Original paper · arXiv:math/0011179v1

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

Source edition: math/0011179v1

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Statements and objects

1. Definition 2.1 [03KE]
2. Definition 2.2 [03KF]
3. Proposition 2.3 [03KG]
4. Proposition 2.4 [03KH]
5. Proof. [03KI]
6. Definition 2.5 [03KK]
7. Definition 2.6 [03KL]
8. Proposition 2.7 [03KM]
9. Corollary 2.8 [03KN]
10. Theorem 2.9 [03KP]
11. Theorem 2.10 [03KQ]
12. Definition 2.11 [03KS]
13. Definition 2.12 [03KT]
14. Theorem 2.13 [03KU]
15. Definition 3.1 [03KX]
16. Proposition 3.2 [03KY]
17. Theorem 3.3 [03L0]
18. Theorem 4.1 [03L2]
19. Corollary 4.2 [03L3]
20. Theorem 4.3 [03L4]
21. Corollary 4.4 [03L5]
22. Definition 5.1 [03L7]
23. Theorem 5.2 [03L8]
24. Proof. [03L9]
25. Definition 5.3 [03LA]
26. Theorem 5.4 [03LB]
27. Example 5.5 [03LC]
28. Proposition 6.1 [03LF]
29. Proof. [03LG]
30. Lemma 6.2 [03LH]
31. Proposition 6.3 [03LI]
32. Proposition 6.4 [03LJ]
33. Proposition 6.5 [03LK]
34. Proof. [03LL]
35. Lemma 6.6 [03LN]
36. Proposition 6.7 [03LP]
37. Proof. [03LQ]
38. Proposition 6.8 [03LR]
39. Example 6.9 [03LT]
40. Example 6.10 [03LU]
41. Example 6.11 [03LV]
42. Definition 6.12 [03LX]
43. Lemma 6.13 [03LY]
44. Conjecture 6.14 [03LZ]
45. Assumption 7.1 [03M3]
46. Assumption 7.2 [03M4]
47. Assumption 7.3 [03M5]
48. Conjecture 7.4 [03M6]
49. Lemma 7.5 [03M8]
50. Proof. [03M9]
51. Proposition 7.6 [03MB]
52. Proof. [03MC]
53. Assumption 8.1 [03MF]
54. Assumption 8.2 [03MG]
55. Assumption 8.3 [03MH]
56. Conjecture 9.1 [03MN]

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