Chapter 35: Forms and currents on the analytification of an algebraic variety (after Chambert-Loir and Ducros) 000Y
Original paper · arXiv:1303.7364v1
Reference depth 1
Structured source objects tagged and independently verified; source edition and mathematical dependency gaps remain separate.
Source edition: 1303.7364v1
Statements and objects
- 2.1 [034R]
- 2.2 [034S]
- 2.3 [034T]
- 2.4 [034U]
- 2.5 [034V]
- 2.6 [034W]
- 2.7 [034X]
- 2.8 [034Y]
- Proposition 2.9 (Stokes’ formula) [034Z]
- Proof: [0350]
- Proposition 2.10 (Green’s formula) [0351]
- Proof: [0352]
- 2.11 [0353]
- 3.1 [0355]
- 3.2 [0356]
- 3.3 [0357]
- 3.4 [0358]
- Proposition 3.5 (Stokes’ formula) [0359]
- Proof: [035A]
- Example 3.6 [035B]
- 3.7 [035C]
- Proposition 3.8 [035D]
- Proof: [035E]
- 3.9 [035F]
- Proposition 3.10 (projection formula) [035G]
- Proof: [035H]
- 4.1 [035J]
- 4.2 [035K]
- Example 4.3 [035L]
- 4.4 [035M]
- Remark 4.5 [035N]
- 4.6 [035P]
- 4.7 [035Q]
- 4.8 [035R]
- Lemma 4.9 [035S]
- Proof: [035T]
- 4.10 [035U]
- Proposition 4.11 [035V]
- Proof: [035W]
- 4.12 [035X]
- 4.13 [035Y]
- Proposition 4.14 [035Z]
- Proof: [0360]
- 4.15 [0361]
- Proposition 4.16 [0362]
- Proof: [0363]
- Remark 4.17 [0364]
- 5.1 [0366]
- Definition 5.2 [0367]
- 5.3 [0368]
- Remark 5.4 [0369]
- Definition 5.5 [036A]
- Proposition 5.6 [036B]
- Proof: [036C]
- Remark 5.7 [036D]
- 5.8 [036E]
- Definition 5.9 [036F]
- Proposition 5.10 [036G]
- Proof: [036H]
- Lemma 5.11 [036I]
- Proof: [036J]
- Corollary 5.12 [036K]
- Proof: [036L]
- Proposition 5.13 [036M]
- Proof: [036N]
- 5.14 [036P]
- Lemma 5.15 [036Q]
- Proof: [036R]
- Proposition 5.16 [036S]
- Proof: [036T]
- Theorem 5.17 [036U]
- Proof: [036V]
- Remark 5.18 [036W]
- 6.1 [036Y]
- 6.2 [036Z]
- Example 6.3 [0370]
- Remark 6.4 [0371]
- Example 6.5 [0372]
- 6.6 [0373]
- Example 6.7 [0374]
- Proposition 6.8 [0375]
- Proof: [0376]
- 6.9 [0377]
- Proposition 6.10 [0378]
- Proof: [0379]
- 7.1 [037B]
- Proposition 7.2 [037C]
- Proof: [037D]
- Theorem 7.3 (Berkovich, Ducros) [037E]
- Proof: [037F]
- 7.4 [037G]
- Definition 7.5 [037H]
- Remark 7.6 [037I]
- Remark 7.7 [037J]
- Proposition 7.8 [037K]
- Proof: [037L]
- Proposition 7.9 [037M]
- Proof: [037N]
- 7.10 [037P]
- Proposition 7.11 [037Q]
- Proof: [037R]
- Remark 7.12 [037S]