Add to ORKGThe purpose of this paper is to give singular integral models for p-hyponormal operators and apply them to the Riemann-Hilbert problem
We survey recent work and announce new results concerning two singular integral operators whose kern...
We define a class of integral operators which are singular relative to the hyperbolic metric in simp...
The theory of one-dimensional singular integral equations with Cauchy type kernels has been used to ...
A theory of analytic model of a class of simple hyponormal operators is given by means of a pair of ...
The theory of singular integral model and trace formula is extended to the context of hyponormal or ...
We extend the theory of determining functions to the con-text of hyponormal operators without requir...
AbstractLet n⩾2, Sn−1 be the unit sphere in Rn. For 0⩽α<1, m∈N0, 1<p⩽2, and Ω∈L∞(Rn)×Hr(Sn−1) with r...
Abstract. In this work, the model of a nonautonomous Livšic colligation for opera-tors that are clo...
The purpose of this paper is to describe some applications of the theory of Hilbert spaces to integr...
This book is intended both as an introductory text and as a reference book for those interested in s...
Abstract. In this paper, a model for the class F of pure operators A on a Hilbert space H satisfying...
Prévôt C, Röckner M. Nuclear and Hilbert-Schmidt Operators. In: Prévôt C, Röckner M, eds. A Concise ...
Thesis (Ph.D.)--University of Washington, 2013The computation of special functions has important imp...
AbstractA Hilbert space operator A∈B(H) is p-hyponormal, A∈(p-H), if |A∗|2p⩽|A|2p; an invertible ope...
Zhang X, Zhu R, Zhu X. Singular HJB equations with applications to KPZ on the real line. Probability...
We survey recent work and announce new results concerning two singular integral operators whose kern...
We define a class of integral operators which are singular relative to the hyperbolic metric in simp...
The theory of one-dimensional singular integral equations with Cauchy type kernels has been used to ...
A theory of analytic model of a class of simple hyponormal operators is given by means of a pair of ...
The theory of singular integral model and trace formula is extended to the context of hyponormal or ...
We extend the theory of determining functions to the con-text of hyponormal operators without requir...
AbstractLet n⩾2, Sn−1 be the unit sphere in Rn. For 0⩽α<1, m∈N0, 1<p⩽2, and Ω∈L∞(Rn)×Hr(Sn−1) with r...
Abstract. In this work, the model of a nonautonomous Livšic colligation for opera-tors that are clo...
The purpose of this paper is to describe some applications of the theory of Hilbert spaces to integr...
This book is intended both as an introductory text and as a reference book for those interested in s...
Abstract. In this paper, a model for the class F of pure operators A on a Hilbert space H satisfying...
Prévôt C, Röckner M. Nuclear and Hilbert-Schmidt Operators. In: Prévôt C, Röckner M, eds. A Concise ...
Thesis (Ph.D.)--University of Washington, 2013The computation of special functions has important imp...
AbstractA Hilbert space operator A∈B(H) is p-hyponormal, A∈(p-H), if |A∗|2p⩽|A|2p; an invertible ope...
Zhang X, Zhu R, Zhu X. Singular HJB equations with applications to KPZ on the real line. Probability...
We survey recent work and announce new results concerning two singular integral operators whose kern...
We define a class of integral operators which are singular relative to the hyperbolic metric in simp...
The theory of one-dimensional singular integral equations with Cauchy type kernels has been used to ...