OAI/Geometry/Convex/GeneralMahler/Frame/Sec.lean
22 declarations, 0 contain sorry, 0 declared as axioms
Divided difference evaluated on two possibly different frames.
- def
OAI.GeneralMahler.alongline 13Source comment
averages on segmentdef along (u:Plane) (t:ℝ) := (1-t)*u.1+t*u.2
Mentions: OAI.GeneralMahler.Plane
- def
OAI.GeneralMahler.bavline 14 - lemma
OAI.GeneralMahler.bav_conline 15 - lemma
OAI.GeneralMahler.bav_sameline 18 - lemma
OAI.GeneralMahler.delta_eqline 21 - lemma
OAI.GeneralMahler.bav_boundline 37 - def
OAI.GeneralMahler.Frm.showMline 59 - def
OAI.GeneralMahler.Frm.hideMline 60 - lemma
OAI.GeneralMahler.Frm.revealline 61 - lemma
OAI.GeneralMahler.Frm.combineline 64 - def
OAI.GeneralMahler.Frm.secDiagline 69 - def
OAI.GeneralMahler.Frm.secline 71 - lemma
OAI.GeneralMahler.Frm.sec_eqline 73 - lemma
OAI.GeneralMahler.Frm.sec_addline 77 - lemma
OAI.GeneralMahler.Frm.sec_smulline 82 - lemma
OAI.GeneralMahler.Frm.Aentryline 90 - lemma
OAI.GeneralMahler.Frm.Bentryline 93 - lemma
OAI.GeneralMahler.Frm.Aevalline 96 - lemma
OAI.GeneralMahler.Frm.Bevalline 99 - lemma
OAI.GeneralMahler.Frm.show_subline 102 - lemma
OAI.GeneralMahler.Frm.exact_secline 105 - lemma
OAI.GeneralMahler.Frm.sec_indline 117Source comment
Right frame independence for all test kernels on entrieslemma sec_ind (A B C:Mat m) (g:Plane→ℝ) (hv:v.Dgn B) (hw:w.Dgn B) : u.sec v A B g C=u.sec w A B g C := by …Mentions: OAI.GeneralMahler.Mat, OAI.GeneralMahler.Plane