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ECC WCBCC  6+?  ~ GTDL: @  R  s *nJn\  S A ?@,   6tc?   oTDL: .R   s *nzn\   S A ?,     6m   dRR: .R   s *_+_\   S A ?@ 0Zb  H  0޽h ? ̙33 p+(    N$?`  uwCNLR - Typical Programme model program b0 = 0.05 alpha = 0.01. compute const = 1. compute fi = 0. compute lambda = exp(fi). compute term0 = b0*const. compute term1 = term0 + alpha*surtim. compute pi = exp(term1)/(1+exp(term1)). compute qi = 1-pi. compute wi = (1+exp(term0)). compute pred = ( ( 1+exp(term1)) / ( 1+exp(term0)) )**(-lambda/alpha) . compute loss = -1*(di*fi+di*ln(pi)+(lambda/alpha)*(ln(qi)+ln(wi)) ). cnlr di /pred = pred /loss=loss/save=pred/bootstrap. First time CNLR is used for survival analysis - this is the method but, watch out the bootstrap does not respect the censoring distribution ^ # #.#####%#'####'>##<'#'## '#  GG|GCLf;1SH  0޽h ? ̙33h  (   p  6xp@ Programme Structure There are constraints on the storage and control structures. Single Data Object Few Statistical Objects Programme States restrict command order Black Boxes Model Program, Macro, Matrix, etc D 0  $   '    CGCG CC    #               &      m H  0޽h ? ̙33 `X$(  $ $ Nܣ*j  :Single Data Object Constrains& Storage for Statistical Objects  vectors matrices, lists Thinking about appropriate programme structures Thinking about output ! One partial solution  is a statistical object file  -   )    6     %   (                               7 H $ 0޽h ? ̙33p  ((  (x ( Nk(  Programme States & Black Boxes Phases: Initial Input Transformation Procedure Command Order ? loop #j =1 to n frequencies vec(a(#j)) to vec (b(#j)) end loop But cannot currently mix procedures & loops !! Black Boxes ? Macro - No Support for Vectors & Matrices Matrix - No Procedures - write your own? !<    c    f    f f (  + f f !  >[6  H ( 0޽h ? ̙33R ,(  , , Np; rMatrix For Clear Control Structures Supports Vector & Matrix Structures Good Matrix Language     &         $                d1          , N@-?@ Bb Against No SPSS Procedures ! No Scientific Library ! 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