OAI/CategoryTheory/ThickClosure/GradedSplit.lean
20 declarations, 0 contain sorry, 0 declared as axioms
- instance
OAI.HahnWilson.GradedSplit.(instance at line 18)line 18 - abbrev
OAI.HahnWilson.GradedSplit.dgline 21 - abbrev
OAI.HahnWilson.GradedSplit.dgProdline 22 - def
OAI.HahnWilson.GradedSplit.pVline 25 - def
OAI.HahnWilson.GradedSplit.pLline 28 - def
OAI.HahnWilson.GradedSplit.iVline 31 - def
OAI.HahnWilson.GradedSplit.iLline 34 - lemma
OAI.HahnWilson.GradedSplit.iV_pVline 38 - lemma
OAI.HahnWilson.GradedSplit.iL_pLline 39 - lemma
OAI.HahnWilson.GradedSplit.iV_pLline 40 - lemma
OAI.HahnWilson.GradedSplit.iL_pVline 41 - lemma
OAI.HahnWilson.GradedSplit.decompline 42 - def
OAI.HahnWilson.GradedSplit.diagonalHomologyIsoline 52 - abbrev
OAI.HahnWilson.GradedSplit.F₀line 59 - def
OAI.HahnWilson.GradedSplit.splitIsoline 61 - lemma
OAI.HahnWilson.GradedSplit.iL_splitIsoline 73 - lemma
OAI.HahnWilson.GradedSplit.splitIso_pVline 76 - lemma
OAI.HahnWilson.GradedSplit.splitTriangleline 80 - def
OAI.HahnWilson.GradedSplit.derivedDiagonalHomologyIsoline 99 - def
OAI.HahnWilson.GradedSplit.F₀DiagonalHomologyIsoline 107