AbstractThe notions of the theory of spectral localization which are well-known for operators are generalized to an arbitrary Banach algebra. In this setting several improvements and corrections of the existing results for operators are obtained
This monograph concerns the relationship between the local spectral theory and Fredholm theory of bo...
In this paper, we analyze local spectral properties of operators R, S and RS which satisfy the opera...
The notion of a localizing algebra was introduced by Lomonosov, Radjavi, and Troitsky as a side cond...
The notions of the theory of spectral localization which are well-known for operators are generalize...
The notions of the theory of spectral localization which are well-known for operators are generalize...
The notions of the theory of spectral localization which are well-known for operators are generalize...
The notions of the theory of spectral localization which are well-known for operators are generalize...
AbstractIf for an element a of a Banach algebra A the local spectrum at the identity differs from th...
AbstractThe method of Gershgorin disks, giving an estimate of eigenvalues of a matrix, is extended t...
This book is dedicated to the spectral theory of linear operators on Banach spaces and of elements i...
AbstractIn this paper we consider several classes of operators on a complex Hilbert space which appe...
Introduction. The spectral mapping theorem states, among other things, that if f is an analytic func...
AbstractA continuation of [6]. Gershgorin-type estimates for spectra in Banach spaces and Hilbert sp...
Property (gb) for a bounded linear operator T on a Banach space X means that the points c of the app...
Property (gb) for a bounded linear operator T on a Banach space X means that the points c of the app...
This monograph concerns the relationship between the local spectral theory and Fredholm theory of bo...
In this paper, we analyze local spectral properties of operators R, S and RS which satisfy the opera...
The notion of a localizing algebra was introduced by Lomonosov, Radjavi, and Troitsky as a side cond...
The notions of the theory of spectral localization which are well-known for operators are generalize...
The notions of the theory of spectral localization which are well-known for operators are generalize...
The notions of the theory of spectral localization which are well-known for operators are generalize...
The notions of the theory of spectral localization which are well-known for operators are generalize...
AbstractIf for an element a of a Banach algebra A the local spectrum at the identity differs from th...
AbstractThe method of Gershgorin disks, giving an estimate of eigenvalues of a matrix, is extended t...
This book is dedicated to the spectral theory of linear operators on Banach spaces and of elements i...
AbstractIn this paper we consider several classes of operators on a complex Hilbert space which appe...
Introduction. The spectral mapping theorem states, among other things, that if f is an analytic func...
AbstractA continuation of [6]. Gershgorin-type estimates for spectra in Banach spaces and Hilbert sp...
Property (gb) for a bounded linear operator T on a Banach space X means that the points c of the app...
Property (gb) for a bounded linear operator T on a Banach space X means that the points c of the app...
This monograph concerns the relationship between the local spectral theory and Fredholm theory of bo...
In this paper, we analyze local spectral properties of operators R, S and RS which satisfy the opera...
The notion of a localizing algebra was introduced by Lomonosov, Radjavi, and Troitsky as a side cond...
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