In this paper, we derived the correlation coefficient between variate values and ranks for the Complete Fourth Power Exponential (CFPE) Distribution and we noted that there is a moderate correlation between original values and their ranks, and compared this correlation with the correlation of other distributions.
(2004). The Correlation Coefficient between Variate Values and Ranks for the CFPE Distribution. The Egyptian Statistical Journal, 48(2), 160-166. doi: 10.21608/esju.2004.313772
MLA
. "The Correlation Coefficient between Variate Values and Ranks for the CFPE Distribution", The Egyptian Statistical Journal, 48, 2, 2004, 160-166. doi: 10.21608/esju.2004.313772
HARVARD
(2004). 'The Correlation Coefficient between Variate Values and Ranks for the CFPE Distribution', The Egyptian Statistical Journal, 48(2), pp. 160-166. doi: 10.21608/esju.2004.313772
VANCOUVER
The Correlation Coefficient between Variate Values and Ranks for the CFPE Distribution. The Egyptian Statistical Journal, 2004; 48(2): 160-166. doi: 10.21608/esju.2004.313772
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