The present work deals with the weak convergence of sample range and midrange when the sample size is a positive integer-valued random variable (r.v.). The convergence conditions as well as the limit forms are obtained under general conditions such as: The interrelation of the basic variables (i.e., the original random sample, and the random size is not restricted and to normalizing constants do not contain the random size.
Barakat, H., & Nigm, E. (1990). Weak Limit Of Sample Range And Midrange For Random Sample Sizes. The Egyptian Statistical Journal, 34(1), 45-58. doi: 10.21608/esju.1990.315031
MLA
H. M. Barakat; E. M. Nigm. "Weak Limit Of Sample Range And Midrange For Random Sample Sizes", The Egyptian Statistical Journal, 34, 1, 1990, 45-58. doi: 10.21608/esju.1990.315031
HARVARD
Barakat, H., Nigm, E. (1990). 'Weak Limit Of Sample Range And Midrange For Random Sample Sizes', The Egyptian Statistical Journal, 34(1), pp. 45-58. doi: 10.21608/esju.1990.315031
VANCOUVER
Barakat, H., Nigm, E. Weak Limit Of Sample Range And Midrange For Random Sample Sizes. The Egyptian Statistical Journal, 1990; 34(1): 45-58. doi: 10.21608/esju.1990.315031
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