OAI/Geometry/Convex/GeneralMahler/Linear/Powers.lean
16 declarations, 0 contain sorry, 0 declared as axioms
Eq25 scalar-functional profiles.
- lemma
OAI.GeneralMahler.Profile.testCline 13 - lemma
OAI.GeneralMahler.Profile.testKline 15 - lemma
OAI.GeneralMahler.Profile.KNline 17 - lemma
OAI.GeneralMahler.Profile.Kzeroline 20 - lemma
OAI.GeneralMahler.Profile.Daddline 26 - lemma
OAI.GeneralMahler.Profile.Dmulline 29 - lemma
OAI.GeneralMahler.Profile.N2sumline 32 - lemma
OAI.GeneralMahler.Profile.N2scaleline 35 - lemma
OAI.GeneralMahler.Profile.NDline 39 - lemma
OAI.GeneralMahler.Profile.ND2line 44 - lemma
OAI.GeneralMahler.Profile.second_fline 52 - lemma
OAI.GeneralMahler.Profile.second_Dline 56 - lemma
OAI.GeneralMahler.Profile.second_Cline 61 - lemma
OAI.GeneralMahler.Profile.exists_Nline 74Source comment
use any second primitive; tilt so first derivatives matchlemma exists_N (hf:TestF f) (hh:TestF h) (he:deriv (deriv f)=N2 h) : ∃ F:ℝ→ℝ, TestF F ∧ deriv (deriv F)=h ∧ deriv f=deriv (N F) := by …Mentions: OAI.GeneralMahler.TestF, OAI.GeneralMahler.Profile.f, OAI.GeneralMahler.Profile.N2, OAI.GeneralMahler.Profile.N
- lemma
OAI.GeneralMahler.ProjField.rm_diffline 103 - lemma
OAI.GeneralMahler.ProjField.DelP_formline 107