Abstract. A linear algorithm is developed for cubing a cyclic permutation stored as a function in an array. This continues work discussed in [l] and [2] on searching for discipline 1 methods for developing and describing algorithms that deal with complicated data structures uch as linked tests. Here, a different representation of a cyclic permutation reveals a simple algorithm; ther., an equally simple coordinate transformation is used to yield the final algorithm
An algorithm for generating permutation distribution of ranks in a k-sample experiment is presented....
This paper discusses a bit-vector implementation of an algorithm that computes an optimal sequence ...
AbstractA parallel algorithm is presented for generating a permutation of size n. The algorithm uses...
AbstractA linear algorithm is developed for cubing a cyclic permutation stored as a function in an a...
Graduation date: 2010Geometric Problems become increasingly intractable and difficult to visualize a...
[[abstract]]The authors present a parallel algorithm to generate the permutations of at most k out o...
International audienceThis article presents a methodology that automatically derives a combinatorial...
Abstract In this document we present a new approach to developing sequential and parallel dense line...
This research aims at creating and providing a framework to describe algorithmic redistribution meth...
AbstractWe consider a problem of cyclic permutations of integers arising in the field of memory tech...
Cette thèse porte sur l'étude des classes de permutations à motifs exclus. Une analyse combinatoire ...
An algorithm is developed for the in-situ inversion of a cyclic permutation represented in an array....
Combinatorial data analysis, matrix permutation, dynamic programming, heuristics,
Many optimizations (of programs with loops) used in parallelizing compilers and systolic array desig...
An efficient permutation algorithm is developed for a certain class of matrices; namely, those that ...
An algorithm for generating permutation distribution of ranks in a k-sample experiment is presented....
This paper discusses a bit-vector implementation of an algorithm that computes an optimal sequence ...
AbstractA parallel algorithm is presented for generating a permutation of size n. The algorithm uses...
AbstractA linear algorithm is developed for cubing a cyclic permutation stored as a function in an a...
Graduation date: 2010Geometric Problems become increasingly intractable and difficult to visualize a...
[[abstract]]The authors present a parallel algorithm to generate the permutations of at most k out o...
International audienceThis article presents a methodology that automatically derives a combinatorial...
Abstract In this document we present a new approach to developing sequential and parallel dense line...
This research aims at creating and providing a framework to describe algorithmic redistribution meth...
AbstractWe consider a problem of cyclic permutations of integers arising in the field of memory tech...
Cette thèse porte sur l'étude des classes de permutations à motifs exclus. Une analyse combinatoire ...
An algorithm is developed for the in-situ inversion of a cyclic permutation represented in an array....
Combinatorial data analysis, matrix permutation, dynamic programming, heuristics,
Many optimizations (of programs with loops) used in parallelizing compilers and systolic array desig...
An efficient permutation algorithm is developed for a certain class of matrices; namely, those that ...
An algorithm for generating permutation distribution of ranks in a k-sample experiment is presented....
This paper discusses a bit-vector implementation of an algorithm that computes an optimal sequence ...
AbstractA parallel algorithm is presented for generating a permutation of size n. The algorithm uses...