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Search Results for '1�kd(f(x);x)andkn!0asn!1.inthelaststepweusedthefactthatwith0k1itfollowsthatm�n�1xk=0kk1xk=0kk=1 1�k:thusthelimitlimn!1fn(x)existsbecausecauchysequencesconvergeinx.wedenotethelimitx0.by(3.2.2)underit'
26CHAPTER3.CONTRACTIONSApointx2XiscalledanaccumulationpointofasetAXif
luanne-stotts
LetTn=Pnk=1Ynkands2n=VarTn=Pnk=12nk.Obviously,Tn=snhasmean0andvarianc
alida-meadow