# Chap11A - bb k sb k ∑ = sb k sb k z k ⋅ = z k z k 1 if...

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Unformatted text preview: . bb k sb k ∑ = sb k sb k z k ⋅ = z k z k 1- if uu k 1 , , ( 29 ⋅ = uu k Φ MB k 1 + 4 np1r ⋅- ( 29 a ⋅ Φ MB k 2 + 4 np1r ⋅- ( 29 aa ⋅ + Φ MB k 4 np1r ⋅- ( 29 + = s kkB Im B kkB ( 29 = c kkB Re B kkB ( 29 = argf y ( ) ln y TAUF- ( 29 MM- EXPAN SDQ ⋅ .5 + = sb k 1 = MB kkB B kkB ( 29 2 = B kkB nr s e 2- π ⋅ i ⋅ kkB ⋅ w s ⋅ ∑ ⋅ = k 1 m .. = NAB q INCR q 2 q- ( 29 ⋅ + = NBBB q 2 = exrr y ( ) exr t y ( ) ( ) 1- ⋅ = argff y ( ) y MM- ( ) exr ⋅ = s n 1- .. = w sss w sss MM- ( 29 exr ⋅ 0.5 + = sss n 1- .. = exr EXPAN SDQ ⋅ ( ) 1- = q 1 MM = kkB m .. = q 4 SDQ = MM 0.25 2 MED ⋅ order nbb + order naa + ( 29 ⋅ = sstt 5 .. = MED 0.5 order na order nb + ( 29 ⋅ = SDQ SDQ1 Φ SDQ1 ( ) ⋅ SDQ0 Φ SDQ1- ( ) ⋅ + = SDQ1 n 0.0997355701 ⋅ 2 DEL ⋅ nmnr ⋅ ( ) ⋅ = 1 2 3 0.5 1 NONPARAMETRIC ESTIMATOR PARAMETRIC ESTIMATOR Surv yy ( ) ( ) SurvN yy ( ) yy 1 2 3 1 2 NONPARAMETRIC ESTIMATOR PARAMETRIC ESTIMATOR expect yy ( )...
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## This note was uploaded on 02/04/2011 for the course PB HLTH 140 taught by Professor Tarter during the Fall '10 term at Berkeley.

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