OAI/Geometry/TamingCompatibility/DifferentialForms/Helmholtz.lean
14 declarations, 0 contain sorry, 0 declared as axioms
- lemma
OAI.TamingCompatibility.EuclideanGreen.multiplier_addline 14 - lemma
OAI.TamingCompatibility.EuclideanGreen.bessel_twoline 21 - def
OAI.TamingCompatibility.EuclideanGreen.helmholtzline 31 - lemma
OAI.TamingCompatibility.EuclideanGreen.bessel_two_eq_helmholtzline 34 - theorem
OAI.TamingCompatibility.EuclideanGreen.helmholtz_greenline 41 - theorem
OAI.TamingCompatibility.EuclideanGreen.green_helmholtzline 46 - theorem
OAI.TamingCompatibility.EuclideanGreen.memSobolev_helmholtz_iffline 53 - theorem
OAI.TamingCompatibility.EuclideanGreen.green_regularityline 57 - abbrev
OAI.TamingCompatibility.HilbertSobolev.basisIndexline 72 - def
OAI.TamingCompatibility.HilbertSobolev.recoverline 74 - lemma
OAI.TamingCompatibility.HilbertSobolev.recover_distributionline 78 - lemma
OAI.TamingCompatibility.HilbertSobolev.recover_gradientline 87 - lemma
OAI.TamingCompatibility.HilbertSobolev.recover_norm_leline 104 - theorem
OAI.TamingCompatibility.HilbertSobolev.norm_le_gradientline 115