OAI/NumberTheory/CubicMoment/Theta/CubicThetaPrimeDoubleRootWeyl.lean
14 declarations, 0 contain sorry, 0 declared as axioms
The actual opposite-root involution at modulus p cubed. Both integral conjugations preserve the original cubic automorphy factor.
- def
OAI.CubicFirstMoment.cubicThetaPrimeDoubleRootDilationIwahoriline 13 - lemma
OAI.CubicFirstMoment.cubicThetaPrimeDoubleRootDilationIwahori_matrixline 20 - lemma
OAI.CubicFirstMoment.cubicThetaPrimeDoubleRootDilationIwahori_entry00line 25 - lemma
OAI.CubicFirstMoment.cubicThetaPrimeDoubleRootDilationIwahori_entry01line 29 - lemma
OAI.CubicFirstMoment.cubicThetaPrimeDoubleRootDilationIwahori_entry10line 33 - lemma
OAI.CubicFirstMoment.cubicThetaPrimeDoubleRootDilationIwahori_entry11line 37 - lemma
OAI.CubicFirstMoment.cubicThetaPrimeDoubleRootWeylRaw_matrixline 41 - def
OAI.CubicFirstMoment.cubicThetaPrimeDoubleRootWeylConjugateline 57 - lemma
OAI.CubicFirstMoment.cubicThetaPrimeDoubleRootWeylConjugate_matrixline 71 - lemma
OAI.CubicFirstMoment.cubicThetaPrimeDoubleRootWeyl_kubotaline 77 - def
OAI.CubicFirstMoment.cubicThetaPrimeDoubleRootWeylElementline 94 - theorem
OAI.CubicFirstMoment.cubicThetaPrimeDoubleRootWeyl_intertwinesline 97 - lemma
OAI.CubicFirstMoment.cubicThetaPrimeDoubleRootWeylElement_inversionline 113 - lemma
OAI.CubicFirstMoment.cubicThetaPrimeDoubleRootWeylPoint_involutiveline 127