Chapter 4: Tropical and non-Archimedean limits of degenerating families of volume forms 0002

Boucksom, Sébastien; Jonsson, Mattias

Original paper · arXiv:1605.05277v1

Reference depth 1

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

Source edition: 1605.05277v1

Read the complete paper

Statements and objects

1. Theorem A . [014Q]
2. Corollary B . [014R]
3. Theorem C . [014S]
4. Lemma 1.1 . [014W]
5. Proof. [014X]
6. Lemma 1.2 . [014Z]
7. Proof. [0150]
8. Remark 1.3 . [0151]
9. Proposition 2.1 . [0156]
10. Lemma 2.2 . [0157]
11. Proof of Proposition 2.1 . [0158]
12. Definition 2.3 . [0159]
13. Example 2.4 . [015A]
14. Definition 3.1 . [015D]
15. Lemma 3.2 . [015E]
16. Proof. [015F]
17. Definition 3.3 . [015G]
18. Theorem 3.4 . [015I]
19. Lemma 3.5 . [015J]
20. Lemma 3.6 . [015K]
21. Proof of Lemma 3.6 . [015L]
22. Lemma 3.7 . [015N]
23. Lemma 3.8 . [015P]
24. Proof. [015Q]
25. Lemma 4.1 . [015T]
26. Proof. [015U]
27. Definition 4.2 . [015W]
28. Proposition 4.3 . [015X]
29. Corollary 4.4 . [015Y]
30. Lemma 4.5 . [015Z]
31. Proof. [0160]
32. Lemma 4.6 . [0161]
33. Proof. [0162]
34. Lemma 4.7 . [0163]
35. Proof. [0164]
36. Proof of Proposition 4.3 . [0165]
37. Proposition 4.8 . [0167]
38. Proof. [0168]
39. Definition 4.9 . [016A]
40. Remark 4.10 . [016B]
41. Corollary 4.11 . [016D]
42. Proposition 4.12 . [016F]
43. Proof. [016G]
44. Example 5.1 . [016L]
45. Remark 5.2 . [016M]
46. Example 5.3 . [016P]
47. Example 5.4 . [016Q]
48. Example 5.5 . [016R]
49. Proposition 5.6 . [016U]
50. Lemma 5.7 . [016V]
51. Proof. [016W]
52. Proof of Proposition 5.6 . [016X]
53. Definition 5.8 . [016Z]
54. Definition 5.9 . [0170]
55. Proposition 5.10 . [0171]
56. Proof. [0172]
57. Example 5.11 . [0174]
58. Lemma 5.12 . [0175]
59. Proof. [0176]
60. Lemma 5.13 . [0178]
61. Proof. [0179]
62. Lemma 5.14 . [017A]
63. Proof. [017B]
64. Definition 6.1 . [017E]
65. Example 6.2 . [017F]
66. Definition 6.3 . [017H]
67. Definition 6.4 . [017J]
68. Definition 6.5 . [017L]
69. Lemma 6.6 . [017M]
70. Proof. [017N]
71. Theorem 6.7 . [017Q]
72. Proof. [017R]
73. Lemma 6.8 . [017S]
74. Proof of Lemma 6.8 . [017T]
75. Theorem 7.1 . [017X]
76. Proof. [017Y]
77. Remark 7.2 . [017Z]
78. Theorem 8.1 . [0182]
79. Corollary 8.2 . [0183]
80. Corollary 8.3 . [0184]
81. Theorem 8.4 . [0186]
82. Proof of Theorem 8.4 . [0187]
83. Theorem 8.5 . [0189]
84. Proof. [018A]
85. Example A.1 . [018D]
86. Example A.2 . [018E]
87. Example A.3 . [018G]
88. Proposition A.4 . [018K]
89. Proof. [018L]
90. Remark A.5 . [018M]
91. Lemma A.6 . [018P]

Contents