Coupled formal claim map

Special Functions

CLAIM_MAP.json

Download original file

This is the original source text. Reading it does not run or verify the program.

Read the typeset paper

Skip source text

1 [
2   {
3     "manuscript": "Appendix F.1",
4     "component": "infinite coefficient recurrence; existence and uniqueness",
5     "status": "kernel_checked",
6     "targets": [
7       "coefficients_solution",
8       "coefficient_solution_exists_unique"
9     ],
10     "boundary": "No equivalence to an analytic differential equation is asserted."
11   },
12   {
13     "manuscript": "Appendix F.1",
14     "component": "strict positivity and geometric bound",
15     "status": "kernel_checked",
16     "targets": [
17       "coefficients_positive",
18       "coefficients_le_geometric"
19     ],
20     "boundary": "Scale bounds are explicit. The geometric bound allows scales equal to one."
21   },
22   {
23     "manuscript": "Appendix F.1 local step",
24     "component": "absolute convergence on norm(z)^2 < 2",
25     "status": "kernel_checked",
26     "targets": [
27       "coefficient_series_absolutely_convergent"
28     ],
29     "boundary": "Holomorphicity, differentiated equations and entire continuation remain unformalized."
30   },
31   {
32     "manuscript": "supporting derived bound",
33     "component": "infinite-series tail certificate on the same disk",
34     "status": "kernel_checked",
35     "targets": [
36       "odd_series_tail_bound"
37     ],
38     "boundary": "Not the full outer-radius whole-plane laboratory certificate."
39   },
40   {
41     "manuscript": "Appendix G.1 algebraic step",
42     "component": "exact factorization and zero locus of D",
43     "status": "kernel_checked",
44     "targets": [
45       "defect_factor",
46       "defect_eq_zero_iff"
47     ],
48     "boundary": "The equivalence with analytic component rescaling is still open as a Lean obligation."
49   },
50   {
51     "manuscript": "Appendix G.2 coefficient formulation",
52     "component": "generic injectivity of the labeled six-coordinate jet and formal recurrence",
53     "status": "kernel_checked",
54     "targets": [
55       "seven_jet_injective",
56       "parameters_of_jet_through_degree_seven",
57       "parameters_of_formal_pair_eq"
58     ],
59     "boundary": "Analytic-germ formulation awaits the analytic-solution-to-recurrence bridge."
60   },
61   {
62     "manuscript": "Appendix G worked pair and guard",
63     "component": "nondegenerate exact example and degenerate jet collision",
64     "status": "kernel_checked",
65     "targets": [
66       "workedScales_defect",
67       "workedScales_recoverable",
68       "boundary_collision"
69     ],
70     "boundary": "The collision is an example, not a classification of identifiability on the exceptional set."
71   }
72 ]

Back to source controls

Other PDFs for this work

Original file and source record

This copy matches the recorded source file. Its publication here does not change the work’s review status.

SHA-256: 2dc3b8db2a1d4c2189cdbea7db11969701c70168f8f6a1a4ec53fd7f430f06fa

Original source on GitHub

Back to Special Functions