AbstractIn this paper, we present some new and interesting equivalent conditions for generalized H-matrices which arise in the numerical solution of Euler equations in fluid flow computations and in the study of invariant tori of dynamical systems. Some remarks on Definition 5.1 in [R. Nabben, On a class of matrices which arise in the numerical solution of Euler equations, Numer. Math. 63 (1992) 411–431] are given
This article represents a major step in the unification of the theory of algebraic, topological and ...
AbstractThere is well-known relationship between both the isospectral flows and the unitarily self-e...
AbstractH-matrices appear in various areas of science and engineering and it is of vital importance ...
AbstractThe paper studies the convergence of some block iterative methods for the solution of linear...
H-matrices play an important role in the theory and applications of Numerical Linear Algebra. So, it...
AbstractIn the recent paper of Gan and Huang (Linear Algebra Appl. 374 (2003) 317), several simple c...
H-matrices play an important role in the theory and applications of Numerical Linear Algebra. So, it...
AbstractTwo different generalizations of the concept of Hessenberg matrices have appeared recently i...
Elsner L. A note on generalized Hessenberg matrices. Linear Algebra and its Applications. 2005;409:1...
H-matrices appear in various areas of science and engineering and it is of vital importance to have ...
AbstractH-matrices play an important role in the theory and applications of Numerical Linear Algebra...
We consider a standard matrix flow on the set of unitary upper Hessenberg matrices with nonnegative ...
AbstractWe show that the following three systems related to various hydrodynamical approximations: t...
Abstract We consider a standard matrix flow on the set of unitary upper Hessenberg matrices with non...
Let h be a complex commutative subalgebra of the n×n matrices Mn(ℂ). In the algebra MPsd of matrix p...
This article represents a major step in the unification of the theory of algebraic, topological and ...
AbstractThere is well-known relationship between both the isospectral flows and the unitarily self-e...
AbstractH-matrices appear in various areas of science and engineering and it is of vital importance ...
AbstractThe paper studies the convergence of some block iterative methods for the solution of linear...
H-matrices play an important role in the theory and applications of Numerical Linear Algebra. So, it...
AbstractIn the recent paper of Gan and Huang (Linear Algebra Appl. 374 (2003) 317), several simple c...
H-matrices play an important role in the theory and applications of Numerical Linear Algebra. So, it...
AbstractTwo different generalizations of the concept of Hessenberg matrices have appeared recently i...
Elsner L. A note on generalized Hessenberg matrices. Linear Algebra and its Applications. 2005;409:1...
H-matrices appear in various areas of science and engineering and it is of vital importance to have ...
AbstractH-matrices play an important role in the theory and applications of Numerical Linear Algebra...
We consider a standard matrix flow on the set of unitary upper Hessenberg matrices with nonnegative ...
AbstractWe show that the following three systems related to various hydrodynamical approximations: t...
Abstract We consider a standard matrix flow on the set of unitary upper Hessenberg matrices with non...
Let h be a complex commutative subalgebra of the n×n matrices Mn(ℂ). In the algebra MPsd of matrix p...
This article represents a major step in the unification of the theory of algebraic, topological and ...
AbstractThere is well-known relationship between both the isospectral flows and the unitarily self-e...
AbstractH-matrices appear in various areas of science and engineering and it is of vital importance ...
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