Documentation Verification Report

SecondarySummary

šŸ“ Source: PrimeNumberTheoremAnd/SecondarySummary.lean

Statistics

MetricCount
DefinitionsTable_1, eps_0
2
Theoremscorollary_1_3, theorem_1_4, admissible_bound_weaken, corollary_1, corollary_2, table_1_bounds, theorem_1, has_prime_in_interval, lemma_1, theorem_1_psi, theorem_1_theta, theorem_2
12
Total14
āš ļø With sorrytheorem_1_4, theorem_1, has_prime_in_interval, lemma_1, theorem_1_psi, theorem_1_theta, theorem_2
7

JY

Theorems

NameKindAssumesProvesValidatesDepends On
corollary_1_3 šŸ“–mathematical—EĻ€.classicalBound—FKS2.corollary_22
theorem_1_4 šŸ“– āš ļømathematical—EĻ€.vinogradovBound——

PT

Definitions

NameCategoryTheorems
Table_1 šŸ“–CompOp—

Theorems

NameKindAssumesProvesValidatesDepends On
admissible_bound_weaken šŸ“–mathematical—admissible_bound——
corollary_1 šŸ“–mathematicalTable_1EĪø.classicalBound—table_1_bounds
FKS2.corollary_14
admissible_bound_weaken
corollary_2 šŸ“–mathematical—EĻ€.classicalBound—FKS2.corollary_22
table_1_bounds šŸ“–ā€”Table_1———
theorem_1 šŸ“– āš ļømathematicalTable_1Eψ.classicalBound
Eψ.numericalBound
——

Trudgian2016

Definitions

NameCategoryTheorems
eps_0 šŸ“–CompOp
2 mathmath: theorem_1_psi, theorem_1_theta

Theorems

NameKindAssumesProvesValidatesDepends On
has_prime_in_interval šŸ“– āš ļømathematical—HasPrimeInInterval——
lemma_1 šŸ“– āš ļømathematical—EĪø.numericalBound——
theorem_1_psi šŸ“– āš ļømathematical—Eψ.numericalBound
eps_0
——
theorem_1_theta šŸ“– āš ļømathematical—EĪø.numericalBound
eps_0
——
theorem_2 šŸ“– āš ļømathematical—EĻ€.numericalBound——

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