OAI/Probability/BinarySweep/YoungTheory/YoungResolution.lean
16 declarations, 0 contain sorry, 0 declared as axioms
- abbrev
OAI.BinaryCoordinateSweeps.Young.PartitionHilbertline 17 - def
OAI.BinaryCoordinateSweeps.Young.partitionHilbertRepline 19 - instance
OAI.BinaryCoordinateSweeps.Young.(instance at line 23)line 23 - def
OAI.BinaryCoordinateSweeps.Young.partitionHilbertEquivline 26 - lemma
OAI.BinaryCoordinateSweeps.Young.partitionHilbertRep_unitaryline 37 - lemma
OAI.BinaryCoordinateSweeps.Young.partitionHilbertRep_equiv_injectiveline 41 - lemma
OAI.BinaryCoordinateSweeps.Young.partitionHilbertRep_completeline 46 - lemma
OAI.BinaryCoordinateSweeps.Young.partition_isotypic_topline 52 - lemma
OAI.BinaryCoordinateSweeps.Young.partition_isotypic_orthogonalline 60 - theorem
OAI.BinaryCoordinateSweeps.Young.partition_projection_sumline 73 - def
OAI.BinaryCoordinateSweeps.Signed.pairWeightline 91 - lemma
OAI.BinaryCoordinateSweeps.Signed.koszulSign_eq_prodline 95 - def
OAI.BinaryCoordinateSweeps.Signed.sumPermline 107 - lemma
OAI.BinaryCoordinateSweeps.Signed.sumPerm_leftline 110 - lemma
OAI.BinaryCoordinateSweeps.Signed.sumPerm_rightline 115 - theorem
OAI.BinaryCoordinateSweeps.Signed.koszulSign_sumline 120