AbstractAn algorithm to construct a minimal lower separable representation out of a lower separable representation of a kernel of an integral operator is given. The minimal lower separable representations of a kernel are classified. The number of non-similar minimal lower separable representations of a kernel is discussed
AbstractIn this paper we consider factorizations of the form I − K = (I + K−)(D + F)(I + K+), where ...
A finite concave minimization algorithm is proposed for constructing kernel classifiers that use a m...
In this paper the problem of constructing canonical kernel representations for systems whose alphabe...
AbstractAn algorithm to construct a minimal lower separable representation out of a lower separable ...
We characterize integral operators with semi-separable kernels in a certain class that have differen...
AbstractThe simplest representations of triangular parts of finite rank kernels are analysed. Criter...
AbstractWe derive minimal quasi-separable (i.e. state space) representations for the upper and lower...
For high accuracy applications of integral operators in higher dimensions the complexity of operati...
The problem we consider is how to obtain a UL-factorization from a, LU-factorization for integral op...
In a multicriteria decision problem it may happen that the preference of the decision-maker on some ...
We study the analog of semi-separable integral kernels in H of the type K(x,x′)={F1(x)G1(x′),F2(x)G2...
Abstract. In this paper, an integral representation theorem on sequen-tially weakly lower semicontin...
AbstractWe develop a theory of minimal realizations of a finite sequence over an integral domain R, ...
Operator theory has many applications in several main scientific research areas (structural mechan-i...
This paper makes a systematic study of kernels of Toeplitz operators on scalar and vector-valued H p...
AbstractIn this paper we consider factorizations of the form I − K = (I + K−)(D + F)(I + K+), where ...
A finite concave minimization algorithm is proposed for constructing kernel classifiers that use a m...
In this paper the problem of constructing canonical kernel representations for systems whose alphabe...
AbstractAn algorithm to construct a minimal lower separable representation out of a lower separable ...
We characterize integral operators with semi-separable kernels in a certain class that have differen...
AbstractThe simplest representations of triangular parts of finite rank kernels are analysed. Criter...
AbstractWe derive minimal quasi-separable (i.e. state space) representations for the upper and lower...
For high accuracy applications of integral operators in higher dimensions the complexity of operati...
The problem we consider is how to obtain a UL-factorization from a, LU-factorization for integral op...
In a multicriteria decision problem it may happen that the preference of the decision-maker on some ...
We study the analog of semi-separable integral kernels in H of the type K(x,x′)={F1(x)G1(x′),F2(x)G2...
Abstract. In this paper, an integral representation theorem on sequen-tially weakly lower semicontin...
AbstractWe develop a theory of minimal realizations of a finite sequence over an integral domain R, ...
Operator theory has many applications in several main scientific research areas (structural mechan-i...
This paper makes a systematic study of kernels of Toeplitz operators on scalar and vector-valued H p...
AbstractIn this paper we consider factorizations of the form I − K = (I + K−)(D + F)(I + K+), where ...
A finite concave minimization algorithm is proposed for constructing kernel classifiers that use a m...
In this paper the problem of constructing canonical kernel representations for systems whose alphabe...
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