Add to ORKGThe paper presents two parallel algorithms for finding the rank of a rectangular matrix and two parallel algorithms for generation of combinations without repetitions represented by Boolean vectors, that are used in an algorithm for finding the rank of a rectangular matrix
International audienceWe present a new parallel algorithm to compute an exact triangularization of l...
Randomized algorithms are given for computing the rank of a matrix over a field of characteristic ze...
International audienceWe present a new parallel algorithm to compute an exact triangularization of l...
The paper presents two parallel algorithms for finding the rank of a rectangular matrix and two para...
We consider the problem of computing the rank of an m × nmatrix A over a field. We present a randomi...
This manuscript focuses on the development of a parallel QR-factorization of structured rank matrice...
AbstractThe complexity of performing matrix computations, such as solving a linear system, inverting...
The complexity of performing matrix computations, such as solving a linear system, inverting a nonsi...
The complexity of performing matrix computations, such as solving a linear system, inverting a nonsi...
The complexity of performing matrix computations, such as solving a linear system, inverting a nonsi...
AbstractThis paper gives improved parallel methods for several exact factorizations of some classes ...
An effective sequential algorithm and two parallel algorithms for generating combinations without re...
AbstractWe present randomized algorithms for the solution of some numerical linear algebra problems....
Randomized algorithms are given for computing the rank of a matrix over a field of characteristic ze...
International audienceIn this paper, we present the results of our experiments to compute the rank o...
International audienceWe present a new parallel algorithm to compute an exact triangularization of l...
Randomized algorithms are given for computing the rank of a matrix over a field of characteristic ze...
International audienceWe present a new parallel algorithm to compute an exact triangularization of l...
The paper presents two parallel algorithms for finding the rank of a rectangular matrix and two para...
We consider the problem of computing the rank of an m × nmatrix A over a field. We present a randomi...
This manuscript focuses on the development of a parallel QR-factorization of structured rank matrice...
AbstractThe complexity of performing matrix computations, such as solving a linear system, inverting...
The complexity of performing matrix computations, such as solving a linear system, inverting a nonsi...
The complexity of performing matrix computations, such as solving a linear system, inverting a nonsi...
The complexity of performing matrix computations, such as solving a linear system, inverting a nonsi...
AbstractThis paper gives improved parallel methods for several exact factorizations of some classes ...
An effective sequential algorithm and two parallel algorithms for generating combinations without re...
AbstractWe present randomized algorithms for the solution of some numerical linear algebra problems....
Randomized algorithms are given for computing the rank of a matrix over a field of characteristic ze...
International audienceIn this paper, we present the results of our experiments to compute the rank o...
International audienceWe present a new parallel algorithm to compute an exact triangularization of l...
Randomized algorithms are given for computing the rank of a matrix over a field of characteristic ze...
International audienceWe present a new parallel algorithm to compute an exact triangularization of l...