This paper is concerned with a numerical derivation of the sampling distributions of the Kolmogorov-Smirnov (K-S) and Cramer-Von Mises (CVM) tests for two parameter Weibull distribution using censored samples. For small and moderate sample sizes, Pearson system and Monte Carlo technique proved that the sampling distributions for the two test statistics are Pearson type II with different parameters. Tables of complete beta function can be used to obtain critical values for the two tests. Results in the case of complete samples may be considered as special cases of the present results.
Ashour, S., Sarhan, S., & Ali, M. (1990). Sampling Distribution for Some Goodness of Fit Tests for Two Parameter Weibull Distribution Using Censored Samples. The Egyptian Statistical Journal, 34(1), 193-206. doi: 10.21608/esju.1990.315037
MLA
Samir Kamel Ashour; Sarhan Hussein Sarhan; Moustapha Mohamed Ali. "Sampling Distribution for Some Goodness of Fit Tests for Two Parameter Weibull Distribution Using Censored Samples", The Egyptian Statistical Journal, 34, 1, 1990, 193-206. doi: 10.21608/esju.1990.315037
HARVARD
Ashour, S., Sarhan, S., Ali, M. (1990). 'Sampling Distribution for Some Goodness of Fit Tests for Two Parameter Weibull Distribution Using Censored Samples', The Egyptian Statistical Journal, 34(1), pp. 193-206. doi: 10.21608/esju.1990.315037
VANCOUVER
Ashour, S., Sarhan, S., Ali, M. Sampling Distribution for Some Goodness of Fit Tests for Two Parameter Weibull Distribution Using Censored Samples. The Egyptian Statistical Journal, 1990; 34(1): 193-206. doi: 10.21608/esju.1990.315037
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