OAI/Geometry/PolarProducts/PolarApproximation.lean
15 declarations, 0 contain sorry, 0 declared as axioms
- theorem
OAI.SymmetricPolar.exists_positive_slackline 44 - theorem
OAI.SymmetricPolar.finite_strips_embeddingline 51 - theorem
OAI.ConvexPolar.zero_mem_interior_of_symmetricline 123 - theorem
OAI.ConvexPolar.isClosed_polarline 136 - theorem
OAI.ConvexPolar.polar_abs_pairingline 141 - theorem
OAI.ConvexPolar.norm_smul_normalizedline 148 - theorem
OAI.ConvexPolar.normalized_innerline 152 - theorem
OAI.ConvexPolar.norm_le_of_mem_polarline 157 - theorem
OAI.ConvexPolar.isCompact_polarline 167 - theorem
OAI.ConvexPolar.mem_polar_polar_iffline 178 - theorem
OAI.ConvexPolar.closedBall_subset_polar_of_norm_boundline 200 - theorem
OAI.ConvexPolar.pairing_le_of_netline 220 - theorem
OAI.ConvexPolar.net_norm_boundline 230 - theorem
OAI.ConvexPolar.finite_polar_approximationline 241 - theorem
OAI.SymmetricPolar.symmetric_polar_embeddingline 305