SIBUYA, M. (1993), "Random partition of a finite set by cycles of permutation", Japan Journal of Industrial and Applied Mathematics, 10, 69 -- 84. Home/Search Document Not in Database Summary Related Articles Check |
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Estimation and Prediction for Stochastic Blockstructures - Nowicki, Snijders (Correct)
....(p) # (p) process. To make comparisons between the within sequence and between sequence variability of the colorings, the partitions induced by colorings X a and X b can be compared using the symmetric di#erence distance proposed by Rand (1971) and studied, e.g. by Lerman (1988) and Sibuya (1993). This distance is defined as the number of pairs (i, j) that are in the same class in one partition but in di#erent classes in the other partition, d(X a , X b ) n # i,j=1 I X a i = X a j I X b i = X b j . Convergence may be assumed when the average ....
SIBUYA, M. (1993), "Random partition of a finite set by cycles of permutation", Japan Journal of Industrial and Applied Mathematics, 10, 69 -- 84.
Some Superpopulation Models for Estimating the Number of.. - Takemura (1997) (1 citation) (Correct)
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Sibuya, M. (1993a). Random partitions of a finite set by cycles of permutations, Japan. J. Indust. Appl. Math., 10, 69--84.
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