OAI/Combinatorics/Progressions/Polynomial/DegreeRankLayers.lean
15 declarations, 0 contain sorry, 0 declared as axioms
- def
OAI.Erdos3.NilpotentLieFiltration.rankGeneratorsline 12 - def
OAI.Erdos3.NilpotentLieFiltration.rankLayerline 15 - theorem
OAI.Erdos3.NilpotentLieFiltration.layer_succ_le_rankLayerline 18 - theorem
OAI.Erdos3.NilpotentLieFiltration.span_rankGenerators_le_rankLayerline 20 - theorem
OAI.Erdos3.NilpotentLieFiltration.tree_eval_mem_rankLayerline 23 - theorem
OAI.Erdos3.NilpotentLieFiltration.rankLayer_le_layerline 27 - theorem
OAI.Erdos3.NilpotentLieFiltration.rankLayer_rank_antitoneline 33 - theorem
OAI.Erdos3.NilpotentLieFiltration.rankLayer_degree_leline 40 - theorem
OAI.Erdos3.NilpotentLieFiltration.rankLayer_lex_antitoneline 45 - theorem
OAI.Erdos3.NilpotentLieFiltration.rankLayer_eq_layer_of_rank_le_oneline 51 - theorem
OAI.Erdos3.NilpotentLieFiltration.rankLayer_zeroline 60 - theorem
OAI.Erdos3.NilpotentLieFiltration.rankLayer_oneline 63 - theorem
OAI.Erdos3.NilpotentLieFiltration.rankLayer_eq_next_of_degree_lt_rankline 66 - theorem
OAI.Erdos3.NilpotentLieFiltration.rankLayer_eq_bot_of_degree_gtline 75 - theorem
OAI.Erdos3.NilpotentLieFiltration.rankLayer_top_terminalline 81