An algorithm for generating permutation distribution of ranks in a k-sample experiment is presented.The algorithm is based on combinatorics in finding the generating function of the distribution of the ranks. This further gives insight into the permutation distribution of a rank statistics. The algorithm is implemented with the aid of the computer algebra system Mathematica.Key words: Combinatorics, generating function, permutation distribution, rank statistics, partitions, computer algebra
International audienceWe tackle the feasibility and efficiency of two new parallel algorithms that s...
AbstractA parallel algorithm is presented for generating a permutation of size n. The algorithm uses...
International audienceThe topic of the article is the parametric study of the complexity of algorith...
We derive generating functions for various rank statistics and we use computer algebra to compute th...
International audienceThis article presents a methodology that automatically derives a combinatorial...
Let R = {R1,R2,....,RM} be an ordered set of M elements where Ri<Rj whenever i<j. Let π be the set o...
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Abstract. This article presents a methodology that automatically derives a combinatorial specificati...
An Algorithm that generates the unconditional exact permutation distribution of a 2 x n experiment i...
Recently A. W. Joseph described an algorithm providing combinatorial insight into E. Sparre Andersen...
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International audienceWe tackle the feasibility and efficiency of two new parallel algorithms that s...
AbstractA parallel algorithm is presented for generating a permutation of size n. The algorithm uses...
International audienceThe topic of the article is the parametric study of the complexity of algorith...
We derive generating functions for various rank statistics and we use computer algebra to compute th...
International audienceThis article presents a methodology that automatically derives a combinatorial...
Let R = {R1,R2,....,RM} be an ordered set of M elements where Ri<Rj whenever i<j. Let π be the set o...
Estimation of Distribution Algorithms (EDAs) are a set of algorithms that belong to the field of Ev...
This paper exploits the computational simplicity of the range of a set of data to formulate a twosam...
This paper exploits the computational simplicity of the range of a set of data to formulate a two-sa...
Given a ranking of size n , most of the existing ranking models have relatively small numbers of par...
AbstractRecently A. W. Joseph described an algorithm providing combinatorial insight into E. Sparre ...
Abstract. This article presents a methodology that automatically derives a combinatorial specificati...
An Algorithm that generates the unconditional exact permutation distribution of a 2 x n experiment i...
Recently A. W. Joseph described an algorithm providing combinatorial insight into E. Sparre Andersen...
A new for the classical scheduling theory approach to solving distribution problems is offered. The ...
International audienceWe tackle the feasibility and efficiency of two new parallel algorithms that s...
AbstractA parallel algorithm is presented for generating a permutation of size n. The algorithm uses...
International audienceThe topic of the article is the parametric study of the complexity of algorith...