OAI/Geometry/NilpotentCharts/CentralWords.lean
20 declarations, 0 contain sorry, 0 declared as axioms
Polynomial commutator words and rational central spans.
- inductive
OAI.RawCentralWords.Wordline 14 - def
OAI.RawCentralWords.Word.evalline 22 - lemma
OAI.RawCentralWords.Word.eval_oneline 29 - lemma
OAI.RawCentralWords.Word.eval_memline 37 - lemma
OAI.RawCentralWords.Word.eval_subgroupline 46 - def
OAI.RawCentralWords.wordSubgroupline 58 - lemma
OAI.RawCentralWords.wordSubgroup_eqline 67 - lemma
OAI.RawCentralWords.exists_wordline 80 - lemma
OAI.RawCentralWords.Word.isPoly_evalline 90 - lemma
OAI.RawCentralWords.Word.isPoly_coords_evalline 103 - def
OAI.RawCentralWords.wordLogline 118 - lemma
OAI.RawCentralWords.wordLog_polyline 122 - lemma
OAI.RawCentralWords.coord_symm_zeroline 127 - lemma
OAI.RawCentralWords.wordLog_zeroline 133 - def
OAI.RawCentralWords.centralWordSpanline 140 - lemma
OAI.RawCentralWords.wordLog_mapline 149 - def
OAI.RawCentralWords.vectorSubgroupline 154 - lemma
OAI.RawCentralWords.vectorSubgroup_closedline 158 - lemma
OAI.RawCentralWords.centralWordSpan_closureline 172 - lemma
OAI.RawCentralWords.centralWordSpan_lattice_spanline 213