Results 61 to 70 of about 579 (72)
An extension of a multidimensional Hilbert-type inequality. [PDF]
Zhong J, Yang B.
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Screening for overlapping bacterial artificial chromosome clones by PCR analysis with an arbitrary primer. [PDF]
Xu J, Yang D, Domingo J, Ni J, Huang N.
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Conjugations of unitary operators, II. [PDF]
Mashreghi J, Ptak M, Ross WT.
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Conjugations of unitary operators, I. [PDF]
Mashreghi J, Ptak M, Ross WT.
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Stability of Almost Closed Operators on a Hilbert Space
Sarajevo Journal of MathematicsWe introduce the notion of almost closed linear operators acting in a Hilbert space. This class of operators contains the set of all closed linear operators and is invariant under addition, composition and limits.
Sanaa Messirdi+2 more
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Moore-Penrose inverses of operators in Hilbert C*-modules
, 2017For two given bounded adjointable operators T and S between Hilbert C*-modules, it is well known that an operator Moore-Penrose inverse exists iff the operator has closed range.
Fugen Gao, G. Hong
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Extremal Vectors for a Class of Operators
Sarajevo Journal of MathematicsIn this note, we study extremal vectors for a class of operators with a special application to the the Volterra operator. The study requires the description of the asymptotic behavior of a class of infinite series involving a real parameter.
Larry Downey, Boon W. Ong
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Some properties of the essential numerical range on Banach spaces
, 2017We study the properties of the essential algebraic numerical range as well as the essential spatial numerical range for Banach space operators.
L. Muhati, J. Bonyo, J. O. Agure
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Gelfand numbers of diagonal matrices
, 2015In this work , a connection between Gelfand numbers of infinite diagonal matrix with linear bounded operator-elements in the direct sum of Banach spaces and its coordinate operators has been investigated.
L. Cona, Z. İsmai̇lov
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Convolution operators on spaces of holomorphic functions
, 2015A class of convolution operators on spaces of holomorphic functions related to the Hadamard multiplication theorem for power series and generalizing infinite order Euler differential operators is introduced and investigated.
Tobias Lorson, J. Müller
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