OAI/Analysis/SymmetricDomains/CompactFaithfulIsotropy.lean
16 declarations, 0 contain sorry, 0 declared as axioms
- theorem
OAI.Release061.bounded_divisible_automorphism_unimodularline 39 - def
OAI.Release061.Biholomorph.ambientAutline 71 - theorem
OAI.Release061.Biholomorph.ambientAut_applyline 74 - theorem
OAI.Release061.Biholomorph.ambientAut_analyticline 77 - def
OAI.Release061.Biholomorph.derivativeAtline 80 - theorem
OAI.Release061.Biholomorph.derivativeAt_mulline 83 - theorem
OAI.Release061.Biholomorph.derivativeAt_oneline 97 - theorem
OAI.Release061.Biholomorph.eq_one_of_firstJetline 106 - def
OAI.Release061.Biholomorph.firstJetline 122 - theorem
OAI.Release061.Biholomorph.firstJet_injectiveline 125 - theorem
OAI.Release061.Biholomorph.ambientAut_tendstoLocallyUniformlyline 137 - theorem
OAI.Release061.Biholomorph.derivativeAt_continuousline 150 - theorem
OAI.Release061.Biholomorph.firstJet_continuousline 159 - theorem
OAI.Release061.Biholomorph.firstJet_isClosedEmbeddingline 163 - theorem
OAI.Release061.Biholomorph.compact_stabilizerline 176 - theorem
OAI.Release061.Biholomorph.compact_faithful_isotropyline 186