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Word Count
84,000 words, Guess
Page Count
336 pages
Identifiers
- Open LibraryOL18846930M
- OCLC Control Number65422395
- OCLC Control Number65419343
- OCLC Control Number65515214
- OCLC Control Number65087205
and 31 more
- OCLC Control Number65089483
- OCLC Control Number65064808
- OCLC Control Number65003675
- OCLC Control Number64778004
- OCLC Control Number65067883
- OCLC Control Number65072637
- OCLC Control Number65072478
- OCLC Control Number71455280
- OCLC Control Number64601888
- OCLC Control Number64602569
- OCLC Control Number64601215
- OCLC Control Number64607501
- OCLC Control Number64834573
- OCLC Control Number65023287
- OCLC Control Number64859616
- OCLC Control Number65085941
- OCLC Control Number65023268
- OCLC Control Number65081989
- OCLC Control Number65111840
- OCLC Control Number64601452
- OCLC Control Number65598202
- OCLC Control Number65085217
- OCLC Control Number65085809
- OCLC Control Number65069182
- OCLC Control Number65057799
- OCLC Control Number65103200
- OCLC Control Number65089294
- OCLC Control Number65089304
- OCLC Control Number874673584
- Internet Archivenoordscheletter00hansgoog
- Library of Congress Control Number68435455
Description
In this paper a reliable method is found for approximating the value of the Bivariate Normal Correlation Coefficient, rho, given values of the joint probability and the normal deviates, h and k, or the related areas. This technique finds useful application in the computation of the tetrachoric correlation coefficient, r, when the underlying distributions may be assumed to be normal.
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