OAI/Analysis/LipschitzEquivalence/SmoothHilbert.lean
21 declarations, 0 contain sorry, 0 declared as axioms
- def
OAI.LipschitzCounterexample.CompactWSC.regularNormline 13 - theorem
OAI.LipschitzCounterexample.CompactWSC.regularNorm_nonnegline 15 - theorem
OAI.LipschitzCounterexample.CompactWSC.regularNorm_sqline 18 - theorem
OAI.LipschitzCounterexample.CompactWSC.norm_le_regularNormline 22 - theorem
OAI.LipschitzCounterexample.CompactWSC.regularNorm_leline 27 - theorem
OAI.LipschitzCounterexample.CompactWSC.regularNorm_sub_leline 32 - theorem
OAI.LipschitzCounterexample.CompactWSC.regularNorm_lipschitzline 47 - theorem
OAI.LipschitzCounterexample.CompactWSC.regularNorm_contDiffline 53 - def
OAI.LipschitzCounterexample.CompactWSC.softMinline 59 - theorem
OAI.LipschitzCounterexample.CompactWSC.softMin_mono_leftline 61 - theorem
OAI.LipschitzCounterexample.CompactWSC.regularNorm_negline 70 - theorem
OAI.LipschitzCounterexample.CompactWSC.softMin_commline 74 - theorem
OAI.LipschitzCounterexample.CompactWSC.softMin_mono_rightline 78 - theorem
OAI.LipschitzCounterexample.CompactWSC.softMin_monoline 82 - theorem
OAI.LipschitzCounterexample.CompactWSC.softMin_addline 86 - theorem
OAI.LipschitzCounterexample.CompactWSC.softMin_le_minline 90 - theorem
OAI.LipschitzCounterexample.CompactWSC.min_sub_le_softMinline 100 - theorem
OAI.LipschitzCounterexample.CompactWSC.softMin_lipschitzline 111 - theorem
OAI.LipschitzCounterexample.CompactWSC.softMin_contDiffline 126 - theorem
OAI.LipschitzCounterexample.CompactWSC.exists_smooth_finite_minline 131 - theorem
OAI.LipschitzCounterexample.CompactWSC.exists_smooth_finite_approxline 179