OAI/Probability/InvariantIsing/Magnetic/MagneticFourJet.lean
9 declarations, 0 contain sorry, 0 declared as axioms
One additional bounded spatial derivative, exactly as needed to differentiate the inverse-coordinate curvature equation.
- structure
OAI.InvariantIsing.MagneticContinuationFourJetline 14 - def
OAI.InvariantIsing.MagneticContinuationFourJet.slopeline 22 - def
OAI.InvariantIsing.MagneticContinuationFourJet.squareline 39 - def
OAI.InvariantIsing.MagneticContinuationFourJet.transitionFourthline 58 - lemma
OAI.InvariantIsing.MagneticContinuationFourJet.transition_third_eqline 68 - lemma
OAI.InvariantIsing.MagneticContinuationFourJet.transitionFourth_measurableline 79 - lemma
OAI.InvariantIsing.MagneticContinuationFourJet.transitionFourth_boundedline 91 - lemma
OAI.InvariantIsing.MagneticContinuationFourJet.transition_hasDerivAt_thirdline 105 - def
OAI.InvariantIsing.MagneticContinuationFourJet.transitionline 123