Chapter 36: Continuity of Plurisubharmonic Envelopes in Non-Archimedean Geometry and Test Ideals (with an Appendix by Jos\'e Ignacio Burgos Gil and Mart\'in Sombra) 000Z
Original paper · arXiv:1712.00980v1
Reference depth 1
Structured source objects tagged and independently verified; source edition and mathematical dependency gaps remain separate.
Source edition: 1712.00980v1
Statements and objects
- Theorem 1.1 . [037U]
- Proposition 1.2 . [037V]
- Theorem 1.3 . [037W]
- Theorem 1.4 . [037X]
- Theorem 1.5 . [037Y]
- 2.1 . [0382]
- 2.2 . [0383]
- 2.3 . [0384]
- 2.4 . [0385]
- 2.5 . [0386]
- 2.6 . [0387]
- 2.7 . [0388]
- Definition 2.8 . [0389]
- Proposition 2.9 . [038A]
- Proof. [038B]
- Proposition 2.10 . [038C]
- Proof. [038D]
- Proposition 2.11 . [038E]
- Proof. [038F]
- Lemma 2.12 . [038G]
- Proof. [038H]
- Theorem 3.1 . [038J]
- 3.2 . [038K]
- Remark 3.3 . [038L]
- Definition 3.4 . [038M]
- Proposition 3.5 . [038N]
- Proof. [038P]
- 3.6 . [038Q]
- Proposition 3.7 . [038R]
- Proof. [038S]
- Proposition 3.8 . [038T]
- Proof. [038U]
- Remark 3.9 . [038V]
- Proposition 3.10 . [038W]
- Proof. [038X]
- Proof of Theorem 3.1 . [038Y]
- Corollary 3.11 . [038Z]
- Proof. [0390]
- Corollary 3.12 . [0391]
- Proof. [0392]
- Remark 3.13 . [0393]
- Definition 4.1 . [0395]
- Remark 4.2 . [0396]
- Definition 4.3 . [0397]
- Remark 4.4 . [0398]
- Definition 4.5 . [0399]
- Theorem 4.6 . [039A]
- Proof. [039B]
- Definition 5.1 . [039D]
- Proposition 5.2 . [039E]
- Proof. [039F]
- Definition 6.1 . [039H]
- Definition 6.2 . [039I]
- Theorem 6.3 (Cossart-Piltant) . [039J]
- Proof. [039K]
- Assumption 7.1 . [039M]
- Remark 7.2 . [039N]
- Theorem 7.3 . [039P]
- Proof. [039Q]
- Corollary 7.4 . [039R]
- Proof. [039S]
- Lemma 7.5 . [039T]
- Proof. [039U]
- Definition 8.1 . [039W]
- Theorem 8.2 . [039X]
- Corollary 8.3 . [039Y]
- Lemma 8.4 . [039Z]
- Proof. [03A0]
- Lemma 8.5 . [03A1]
- Proof. [03A2]
- Proof of Theorem 8.2 . [03A3]
- Corollary 9.1 . [03A5]
- Theorem 9.2 . [03A6]
- Proof. [03A7]
- Theorem 9.3 . [03A8]
- Proof. [03A9]
- Question 1 . [03AB]
- Lemma A.1 . [03AC]
- Proof. [03AD]
- Remark A.2 . [03AE]
- Theorem A.3 . [03AF]
- Proof. [03AG]