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Inverse sampling subset selection for multinomial distribution " . Amer . J. Math . Manage . Sci . , Vol.6 , 41-64 . 5. Chen , P. and Sobel , M. ( 1984 ) . " Selecting the t best cells of a multinomial using inverse sampling " .
Inverse sampling subset selection for multinomial distribution " . Amer . J. Math . Manage . Sci . , Vol.6 , 41-64 . 5. Chen , P. and Sobel , M. ( 1984 ) . " Selecting the t best cells of a multinomial using inverse sampling " .
Seite 253
The numerical errors of other type of velocity distribution should probably fall between those of uniform and linear velocity distribution . Using Eqs . ( 3 ) , ( 4 ) and ( 6 ) , the normalized concentration can be obtained as ( Se ) 1 ...
The numerical errors of other type of velocity distribution should probably fall between those of uniform and linear velocity distribution . Using Eqs . ( 3 ) , ( 4 ) and ( 6 ) , the normalized concentration can be obtained as ( Se ) 1 ...
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3.3 ERRORS OF THE VARIANCES OF THE EXPECTED CONCENTRATION DISTRIBUTION Two variances are studied in this section , one for the expected concentration distribution on & axis and the other on n axis . Since the centroid of the ...
3.3 ERRORS OF THE VARIANCES OF THE EXPECTED CONCENTRATION DISTRIBUTION Two variances are studied in this section , one for the expected concentration distribution on & axis and the other on n axis . Since the centroid of the ...
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