Lecture Notes on Subharmonic Functions | MATH XLIST, Study notes of Mathematics

Material Type: Notes; Class: Courses of Interest to Graduate Students Majoring in Mathematics; Subject: Mathematics; University: Brown University; Term: Unknown 1989;

Typology: Study notes

Pre 2010

Uploaded on 08/19/2009

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Examples oP subharmoute functions , \y TR AGHOLNS. then [niPl e SHLOI’ * TE feasto, then (uitt ts harmonta Th a ucighborhood of Be, > \nifasst = Pa {0 (wife dace, Veaaicr TH testo, \ntPeasid Aces , A ~o0 = luttonsl S SR reac a, TR Pe Horm, PYI, Hen IP ts SH} > (dat fSt P = fee \F + eeot=( {te ad {Ps (Senior! See) < U seanort™ Hye Gast SF, 8, TR Pe Hel(Q pro, then (RIPE Sh! bewma, TP ve SHCRY, Ps T-00,003 3 Tresio0d, @P aouvex, cowfbuous ot -00, | then Pov @ SHLD, So, M we apply thts lemma te W=IWIP, and Peee® , they ve ger HR eES, hemme ( Tensen’s Treguality > Xi Ae MOODS WKSR, PS. RaR cex, Del vdey < fron ae, Hormonte maforant & confstmol Tvarlauce , de® ob HP, VE SHO Fu sk, wehor(Q) vs, Prop, YESH), v has a hemmeute aqomant , =a! feact hannewta wegorat ob yy Sketch of He prod. UBY= TPF Peayt ~ 2 oubnanmonte seve =~), = ~SuplQcy i g subharmeta, ge-v% a8