ScalingStacks

Chapter 14: Regularity of Einstein Manifolds and the Codimension 4 Conjecture 000C

Cheeger, Jeff; Naber, Aaron

Reference depth 1

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Source edition: 1406.6534v1

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Statements and objects

  1. Theorem 1.1 . [01XE]
  2. Definition 1.2 . [01XF]
  3. Theorem 1.3 . [01XG]
  4. Remark 1.1 . [01XH]
  5. Theorem 1.4 . [01XI]
  6. Theorem 1.5 . [01XJ]
  7. Remark 1.2 . [01XK]
  8. Definition 1.6 . [01XM]
  9. Lemma 1.7 ( [ ChCo1 ] ) . [01XN]
  10. Theorem 1.8 . [01XP]
  11. Theorem 1.9 . [01XQ]
  12. Definition 1.10 . [01XR]
  13. Theorem 1.11 . [01XS]
  14. Definition 2.1 . [01XV]
  15. Definition 2.2 . [01XX]
  16. Theorem 2.3 ( [ A90 ] , [ ChCo1 ] ) . [01XY]
  17. Example 2.1 . [01Y0]
  18. Example 2.2 . [01Y1]
  19. Example 2.3 . [01Y2]
  20. Proof of Theorem 1.9 . [01Y5]
  21. Proof of Theorem 1.11 : [01Y7]
  22. Lemma 3.1 . [01Y8]
  23. Remark 3.1 . [01Y9]
  24. Remark 3.2 . [01YA]
  25. Lemma 4.1 . [01YC]
  26. Proof. [01YD]
  27. Lemma 4.2 . [01YE]
  28. Proof. [01YF]
  29. Theorem 5.1 ( ( n − 2 ) -Symmetric Limits) . [01YI]
  30. Proof of Theorem 5.1 . [01YJ]
  31. Corollary 5.2 . [01YK]
  32. Proof. [01YL]
  33. Theorem 5.3 ( ( n − 3 ) -Symmetric Limits) . [01YN]
  34. Proof. [01YP]
  35. Theorem 6.1 . [01YS]
  36. Proof. [01YT]
  37. Definition 7.1 . [01YV]
  38. Definition 7.2 . [01YW]
  39. Theorem 7.3 (Quantitative Stratification, [ ChNa13 ] ) . [01YX]
  40. Proof. [01YZ]
  41. Theorem 7.4 . [01Z1]
  42. Proof. [01Z2]
  43. Theorem 8.1 . [01Z5]
  44. Theorem 8.2 . [01Z6]
  45. Theorem 8.3 . [01Z8]
  46. Proof. [01Z9]
  47. Definition 8.4 . [01ZB]
  48. Remark 8.1 . [01ZC]
  49. Lemma 8.5 . [01ZD]
  50. Proof. [01ZE]
  51. Corollary 8.6 . [01ZF]
  52. Proof. [01ZG]
  53. Proof of Estimate ( 1.9 ) of Theorem 1.5 . [01ZH]
  54. Definition 8.7 . [01ZJ]
  55. Lemma 8.8 . [01ZK]
  56. Proof. [01ZL]
  57. Lemma 8.9 . [01ZM]
  58. Proof. [01ZN]
  59. Lemma 8.10 . [01ZP]
  60. Proof. [01ZQ]
  61. Theorem 8.11 . [01ZR]
  62. Proof. [01ZS]
  63. Proof of Theorem 1.4 . [01ZT]
  64. Theorem 8.12 . [01ZV]
  65. Proof. [01ZW]
  66. Proof of Theorem 1.5 . [01ZX]
  67. Conjecture 9.1 . [01ZZ]
  68. Conjecture 9.2 . [0200]

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Original mathematics by the credited authors. Source-backed reader collection; mathematical self-containment is not assessed.