OAI/NumberTheory/DirichletL/Hecke/Presentation.lean

GitHub source file

14 declarations, 0 contain sorry, 0 declared as axioms

1. def OAI.SevenEighths.HeckePresentation.generator line 11
2. instance OAI.SevenEighths.HeckePresentation.(instance at line 13) line 13
3. theorem OAI.SevenEighths.HeckePresentation.span_generator line 16
4. def OAI.SevenEighths.HeckePresentation.quotientEquiv line 19
5. def OAI.SevenEighths.HeckePresentation.principalResidue line 22
6. theorem OAI.SevenEighths.HeckePresentation.principalResidue_mk line 25
7. theorem OAI.SevenEighths.HeckePresentation.principalResidue_unit line 31
8. def OAI.SevenEighths.HeckePresentation.principalCharacter line 36
9. theorem OAI.SevenEighths.HeckePresentation.principalCharacter_elementCoeff line 39
10. theorem OAI.SevenEighths.HeckePresentation.principalResidue_primitive line 42
11. theorem OAI.SevenEighths.HeckePresentation.pullback_one line 47
12. theorem OAI.SevenEighths.HeckePresentation.principalResidue_ne_one line 61
13. theorem OAI.SevenEighths.HeckePresentation.LFunction_principalCharacter line 68
14. theorem OAI.SevenEighths.HeckePresentation.uniform_strip_bound line 83