逢甲學報, Band 13逢甲大學, 1980 |
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Ergebnisse 1-3 von 28
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... define with respect to an estimator f of B given by ( 4 ) -the bias matrix Bias B = ( EB - B ) ( EB - B ) ' ... ( 7 ) which measures the deviation of the mean of the estimator , EB , from the true parameter being estimated , B. Next we ...
... define with respect to an estimator f of B given by ( 4 ) -the bias matrix Bias B = ( EB - B ) ( EB - B ) ' ... ( 7 ) which measures the deviation of the mean of the estimator , EB , from the true parameter being estimated , B. Next we ...
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... definition . DEFINITION 3.1 . If A is a Banach algebra of functions on G , we define the support of a continuous linear functional TEA ( the dual space of A ) as the subset of G characterized by : x Esupp T if and only if for any ...
... definition . DEFINITION 3.1 . If A is a Banach algebra of functions on G , we define the support of a continuous linear functional TEA ( the dual space of A ) as the subset of G characterized by : x Esupp T if and only if for any ...
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... defined in the proof of lemma 3.3 , we define v = fpgp , where fa andga are the same functions as f and g in lemma 3.3 respectively . Then V , A1 , ( G ) and 1 / p ( 1 ) [ Vpli „ ≤λ ( K „ Up ) + λ ( K ̧U „ ) ̊λ ( U ̧ ) ~ ' В / P ≤a ...
... defined in the proof of lemma 3.3 , we define v = fpgp , where fa andga are the same functions as f and g in lemma 3.3 respectively . Then V , A1 , ( G ) and 1 / p ( 1 ) [ Vpli „ ≤λ ( K „ Up ) + λ ( K ̧U „ ) ̊λ ( U ̧ ) ~ ' В / P ≤a ...