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Seite 67
Lemma 4.1 Let F ( XI O ) = FA ( X ) where 0 € be a stochastically increasing ( SI ) family of distribution functions . Let X , ... , X , be independent random variables , where the distribution function of X , is F ( X ,; 0 , ) .
Lemma 4.1 Let F ( XI O ) = FA ( X ) where 0 € be a stochastically increasing ( SI ) family of distribution functions . Let X , ... , X , be independent random variables , where the distribution function of X , is F ( X ,; 0 , ) .
Seite 68
Lema 4.2 P ( CS ) is a non - increasing function of Payla = 1 ..... t ) and a non - decreasing function of opp ; ( B = t + 1 .... k ) . ( proof ) let $ ( x , ..... X ) be the function b 6 = 1 if ( k - s ) ** largest of ( x : ... ...
Lema 4.2 P ( CS ) is a non - increasing function of Payla = 1 ..... t ) and a non - decreasing function of opp ; ( B = t + 1 .... k ) . ( proof ) let $ ( x , ..... X ) be the function b 6 = 1 if ( k - s ) ** largest of ( x : ... ...
Seite 107
Berndt , E.R. and L.R.Christensen , " The Translog Function and the Substitution of Equipment Structure , and Labor in U.S. Manufacturing 1929 ~ 68 " , J. Econ . , 1973 . 17 . " Testing for Existence of a Consistent Aggregate of Labor ...
Berndt , E.R. and L.R.Christensen , " The Translog Function and the Substitution of Equipment Structure , and Labor in U.S. Manufacturing 1929 ~ 68 " , J. Econ . , 1973 . 17 . " Testing for Existence of a Consistent Aggregate of Labor ...
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