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Seite 56
Using ( 1.8 ) as the boundary condition ( 1.12 ) , ( 1.13 ) , ( 1.14 ) are used to compute of bir , m ) . These numerical results are needed for the selection problems in this paper . ( 1.9 ) 13 ( b . , ba ) , ( j . , ja ) m ( 1.jia + ...
Using ( 1.8 ) as the boundary condition ( 1.12 ) , ( 1.13 ) , ( 1.14 ) are used to compute of bir , m ) . These numerical results are needed for the selection problems in this paper . ( 1.9 ) 13 ( b . , ba ) , ( j . , ja ) m ( 1.jia + ...
Seite 336
( 3.11 ) Condition A : s ' satisfies a first order Lipschitz condition on ( 0.1 ) . ( 3.12 ) Condition B : h is of bounded variation on R With Ei h ( x , ) < 60 , and lim F ( x ) h ( x ) = lim ( 1 - F ( x ) ) h ( x ) = 0 X +X + + Lemma ...
( 3.11 ) Condition A : s ' satisfies a first order Lipschitz condition on ( 0.1 ) . ( 3.12 ) Condition B : h is of bounded variation on R With Ei h ( x , ) < 60 , and lim F ( x ) h ( x ) = lim ( 1 - F ( x ) ) h ( x ) = 0 X +X + + Lemma ...
Seite 338
2 n = 1 1 + ' n Y i : 11 W ( Σηα n = 1 Lemma 3.3 : Let { Yn : n 2 1 } be a strictly stationary sequence of random 8/4 variables satisfying strong mixing condition [ , na ( n ) < co with EY , = 0. If Ei Y , + 20. , E ( Y , Ya + n ) . > ...
2 n = 1 1 + ' n Y i : 11 W ( Σηα n = 1 Lemma 3.3 : Let { Yn : n 2 1 } be a strictly stationary sequence of random 8/4 variables satisfying strong mixing condition [ , na ( n ) < co with EY , = 0. If Ei Y , + 20. , E ( Y , Ya + n ) . > ...
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