OAI/NumberTheory/DirichletL/Hecke/Primitive.lean
17 declarations, 0 contain sorry, 0 declared as axioms
- theorem
OAI.SevenEighths.HeckePrimitive.span_ne_botline 15 - instance
OAI.SevenEighths.HeckePrimitive.(instance at line 18)line 18 - def
OAI.SevenEighths.HeckePrimitive.characterline 22 - theorem
OAI.SevenEighths.HeckePrimitive.inverse_unit_trivialline 27 - def
OAI.SevenEighths.HeckePrimitive.scaleline 33 - theorem
OAI.SevenEighths.HeckePrimitive.scale_posline 35 - theorem
OAI.SevenEighths.HeckePrimitive.parameter_eq_scale_mulline 38 - theorem
OAI.SevenEighths.HeckePrimitive.gaussianTheta_eqline 42 - def
OAI.SevenEighths.HeckePrimitive.pairline 63 - theorem
OAI.SevenEighths.HeckePrimitive.pair_fline 77 - theorem
OAI.SevenEighths.HeckePrimitive.pair_gline 83 - def
OAI.SevenEighths.HeckePrimitive.completedLline 89 - theorem
OAI.SevenEighths.HeckePrimitive.pair_completed_eq_rightline 94 - theorem
OAI.SevenEighths.HeckePrimitive.pair_completed_eqline 116 - theorem
OAI.SevenEighths.HeckePrimitive.symm_completed_eqline 125 - theorem
OAI.SevenEighths.HeckePrimitive.completedL_functional_equationline 136 - theorem
OAI.SevenEighths.HeckePrimitive.completedL_eq_gamma_mul_LFunctionline 149