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SimplyPDF - Free online version of the leading PDF to Word , PDF to Excel and PDF to PowerPoint converter . d2 log q1 (s)} = G (5.155) ds2 is the Fisher information of the distribution of the source signal s1 . Since s1 is normalized, we easily have G , (5.156) E{ (s1 )} = E{ where the equality holds when q1 (s) is Gaussian. Hence, the stability of the dynamics is proved when is derived from q1 (s). For an arbitrary chosen , the stability condition is given by E{s1 (s1 )} < E{ (s1 )}. The above analysis shows that K (a1 ) = cI + c1 a1 aT . 1 Hence, its inverse has a similar form K 1 (a1 ) = cI + c1 a1 aT . 1 Newton s algorithm corresponding to (5.128) is given by w = K 1 (w) f (w) . w (5.160) (5.159) (5.158) (5.157) # Create the MTHelloWorldContainer container tag MT::Template::Context->add_container_tag ( HelloWorldContainer => \&helloWorldContainer ); # Tag Handler Routine for MTHelloWorldContainer sub helloWorldContainer { my ($ctx, $args) = @_; # The MT::Builder object my $builder = $ctx->stash ( builder ); # The compiled tokens for the template code # between the opening and closing tags my $tokens = $ctx->stash ( tokens ); # Get the name attribute my $name_arg = $args->{ name } || (defined $ctx->stash ( entry ) && defined $ctx->stash ( entry )->author) $ctx->stash ( entry )->author->name : world ; # Stash the name attribute $ctx->stash ( helloWorldGreeted , $name_arg); # Build the contained template code my $out = $builder->build ($ctx, $tokens); if (!defined $out) { # build method return undefined # must be a build error return $ctx->error ($builder->errstr); } # Return the text for the template return $out; } # Create the MTHelloWorldGreeted template tag MT::Template::Context->add_tag ( HelloWorldGreeted => \&helloWorldGreeted ); # Tag Handler Routine for MTHelloWorldGreeted sub helloWorldGreeted { my ($ctx, $args) = @_; # Get the name attribute from the context my $name = $ctx->stash ( helloWorldGreeted ); if (!defined $name) { # If name is not defined we must not be with # a MTHelloWorldContainer container # so return an error I -02 1 Hello Thomas! Hello Richard! Hello Harold! free pdf to word converter with math equations online Convert PDF to DOCX online - PDF to DOCX Converter
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