OAI/Analysis/KadisonKastler/FullCopyHilbertSum.lean
7 declarations, 0 contain sorry, 0 declared as axioms
Full projection copies identify the countable Hilbert amplification
- def
OAI.KadisonKastler.CountableProjectionCopies.fullCopyIsometryline 22 - theorem
OAI.KadisonKastler.CountableProjectionCopies.fullCopyIsometry_orthogonalline 27 - theorem
OAI.KadisonKastler.CountableProjectionCopies.fullCopyIsometry_totalline 49 - theorem
OAI.KadisonKastler.CountableProjectionCopies.fullCopyHilbertSumline 63 - def
OAI.KadisonKastler.CountableProjectionCopies.fullCopyUnitaryline 66 - theorem
OAI.KadisonKastler.CountableProjectionCopies.fullCopyUnitary_singleline 69 - theorem
OAI.KadisonKastler.CountableProjectionCopies.fullCopyUnitary_intertwinesline 73