Chapter 30: Mirror Symmetry and the Strominger-Yau-Zaslow conjecture 000T

Gross, Mark

Original paper · arXiv:1212.4220v1

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

Source edition: 1212.4220v1

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Statements and objects

1. Definition 0.1 . [02YS]
2. Conjecture 0.2 . [02YT]
3. Definition 1.1 . [02YV]
4. Proposition 1.2 . [02YW]
5. Proof. [02YX]
6. Definition 1.3 . [02YY]
7. Exercise 1.4 . [02YZ]
8. Definition 2.1 . [02Z1]
9. Proposition 2.2 . [02Z2]
10. Proof. [02Z3]
11. Proposition 2.3 . [02Z4]
12. Proof. [02Z5]
13. Definition 2.4 . [02Z6]
14. Exercise 2.5 . [02Z7]
15. Construction 2.6 (The toy mirror symmetry construction) . [02Z8]
16. Definition 3.1 . [02ZA]
17. Example 3.2 . [02ZB]
18. Theorem 3.3 . [02ZC]
19. Example 3.4 . [02ZD]
20. Definition 4.1 . [02ZF]
21. Question 4.2 . [02ZG]
22. Example 5.1 . [02ZI]
23. Definition 5.2 . [02ZJ]
24. Example 5.3 . [02ZK]
25. Conjecture 5.4 . [02ZL]
26. Conjecture 5.5 . [02ZM]
27. Question 5.6 (The reconstruction problem, Version I) . [02ZN]
28. Exercise 6.1 . [02ZQ]
29. Definition 7.1 . [02ZS]
30. Example 7.2 . [02ZT]
31. Lemma 7.3 . [02ZU]
32. Definition 7.4 . [02ZV]
33. Example 7.5 . [02ZW]
34. Example 7.6 . [02ZX]
35. Example 7.7 . [02ZY]
36. Theorem 7.8 . [02ZZ]
37. Conjecture 7.9 . [0300]
38. Definition 7.10 . [0301]
39. Example 7.11 . [0302]
40. Question 7.12 (The reconstruction problem, Version II) . [0303]
41. Definition 8.1 . [0305]
42. Examples 8.2 . [0306]
43. Exercise 8.3 . [0307]
44. Definition 9.1 . [0309]
45. Definition 9.2 . [030A]
46. Theorem 9.3 . [030B]
47. Theorem 9.4 . [030C]
48. Theorem 10.1 . [030E]
49. Definition 11.1 . [030G]
50. Proposition 11.2 . [030H]
51. Example 11.3 . [030I]
52. Theorem 11.4 . [030J]
53. Example 11.5 . [030K]

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