论文信息 - Characterization of the exponential and power distributions - 字舞流文

Characterization of the exponential and power distributions

Abstract The exponential and power distributions are characterized in the class of all nontrivial distributions.

Zakkula Govindarajulu | Z. Govindarajulu

[1] Elliot A. Tanis,et al. Linear forms in the order statistics from an exponential distribution , 1964 .

[2] Eugene Lukacs,et al. Characterization of Populations by Properties of Suitable Statistics , 1956 .

[3] Thomas S. Ferguson,et al. A CHARACTERIZATION OF THE EXPONENTIAL DISTRIBUTION , 1964 .

[4] G. S. Rogers. A Note on the Stochastic Independence of Functions of Order Statistics , 1959 .

[5] W. Sierpinski. Sur l'équation fonctionnelle f(x+y)=f(x)+f(y) , 1920 .

[6] G. S. Rogers. An Alternative Proof of the Characterization of the Density Ax B , 1963 .

[7] M. Sobel,et al. Some Theorems Relevant to Life Testing from an Exponential Distribution , 1954 .

[8] A. Rényi. On the theory of order statistics , 1953 .