OAI/Algebra/OddKaplansky/Heisenberg.lean
34 declarations, 0 contain sorry, 0 declared as axioms
- abbrev
OAI.OddKaplansky.Heisenberg.Zline 10 - def
OAI.OddKaplansky.Heisenberg.dotline 11 - lemma
OAI.OddKaplansky.Heisenberg.dot_one_leftline 12 - lemma
OAI.OddKaplansky.Heisenberg.dot_one_rightline 13 - lemma
OAI.OddKaplansky.Heisenberg.dot_mul_leftline 14 - lemma
OAI.OddKaplansky.Heisenberg.dot_mul_rightline 17 - lemma
OAI.OddKaplansky.Heisenberg.dot_inv_leftline 20 - lemma
OAI.OddKaplansky.Heisenberg.dot_inv_rightline 23 - lemma
OAI.OddKaplansky.Heisenberg.dot_symmline 26 - structure
OAI.OddKaplansky.Heisenberg.GroupDataline 27 - lemma
OAI.OddKaplansky.Heisenberg.GroupData.extline 31 - instance
OAI.OddKaplansky.Heisenberg.(instance at line 33)line 33 - instance
OAI.OddKaplansky.Heisenberg.(instance at line 34)line 34 - instance
OAI.OddKaplansky.Heisenberg.(instance at line 35)line 35 - lemma
OAI.OddKaplansky.Heisenberg.one_xline 36 - lemma
OAI.OddKaplansky.Heisenberg.one_yline 37 - lemma
OAI.OddKaplansky.Heisenberg.one_kline 38 - lemma
OAI.OddKaplansky.Heisenberg.mul_xline 39 - lemma
OAI.OddKaplansky.Heisenberg.mul_yline 40 - lemma
OAI.OddKaplansky.Heisenberg.mul_kline 41 - lemma
OAI.OddKaplansky.Heisenberg.inv_xline 42 - lemma
OAI.OddKaplansky.Heisenberg.inv_yline 43 - lemma
OAI.OddKaplansky.Heisenberg.inv_kline 44 - instance
OAI.OddKaplansky.Heisenberg.(instance at line 45)line 45 - def
OAI.OddKaplansky.Heisenberg.coordinatesline 50 - instance
OAI.OddKaplansky.Heisenberg.(instance at line 55)line 55 - lemma
OAI.OddKaplansky.Heisenberg.cardline 56 - def
OAI.OddKaplansky.Heisenberg.centralline 60 - def
OAI.OddKaplansky.Heisenberg.Xline 64 - def
OAI.OddKaplansky.Heisenberg.Yline 68 - lemma
OAI.OddKaplansky.Heisenberg.central_injectiveline 72 - lemma
OAI.OddKaplansky.Heisenberg.central_commuteline 73 - lemma
OAI.OddKaplansky.Heisenberg.YXline 76 - lemma
OAI.OddKaplansky.Heisenberg.normalline 78