Add to ORKGWe define a truncated composition operator on the spaces P_n of n-degree polynomials with complex coefficients. After doing so, we concern ourselves with the complex symmetry of such operators, that is, whether there is an orthonormal basis that gives them a symmetric matrix representation
We explore two main concepts in relation to truncated composition matrices: the conditions required ...
Recent advances in the theory of complex symmetric operators are presented and related to current st...
Let C be a conjugation on a complex Hilbert space H. If {xn} is a sequence of unit vectors, then so ...
We define a truncated composition operator on the spaces P_n of n-degree polynomials with complex co...
Abstract. We study a few classes of Hilbert space operators whose matrix representations are complex...
We study a few classes of Hilbert space operators whose matrix representations are complex symmetric...
Garcia has motivated much interest in complex symmetric operators. He and Hammond initiated the sear...
In a separable complex Hilbert space endowed with an isometric conjugate-linear involution, we study...
In this paper we use orthonormal basis for the Hardy space $H^{2}(\mathbb{T})$, formed by rational f...
In this paper we study weighted composition operators $W_{g,\psi}$ commuting with complex symmetric ...
Recent work by several authors has revealed the existence of many unexpected classes of normal weigh...
We explore two main concepts in relation to truncated composition matrices: the conditions required ...
summary:Discrete-time symmetric polynomial equations with complex coefficients are studied in the sc...
In this paper, we study matrix representations of truncated Toeplitz operators with respect to ortho...
AbstractFrom the constellation mentioned in Jones and Njåstad (J. Comput. Appl. Math. 105 (1999) 51–...
We explore two main concepts in relation to truncated composition matrices: the conditions required ...
Recent advances in the theory of complex symmetric operators are presented and related to current st...
Let C be a conjugation on a complex Hilbert space H. If {xn} is a sequence of unit vectors, then so ...
We define a truncated composition operator on the spaces P_n of n-degree polynomials with complex co...
Abstract. We study a few classes of Hilbert space operators whose matrix representations are complex...
We study a few classes of Hilbert space operators whose matrix representations are complex symmetric...
Garcia has motivated much interest in complex symmetric operators. He and Hammond initiated the sear...
In a separable complex Hilbert space endowed with an isometric conjugate-linear involution, we study...
In this paper we use orthonormal basis for the Hardy space $H^{2}(\mathbb{T})$, formed by rational f...
In this paper we study weighted composition operators $W_{g,\psi}$ commuting with complex symmetric ...
Recent work by several authors has revealed the existence of many unexpected classes of normal weigh...
We explore two main concepts in relation to truncated composition matrices: the conditions required ...
summary:Discrete-time symmetric polynomial equations with complex coefficients are studied in the sc...
In this paper, we study matrix representations of truncated Toeplitz operators with respect to ortho...
AbstractFrom the constellation mentioned in Jones and Njåstad (J. Comput. Appl. Math. 105 (1999) 51–...
We explore two main concepts in relation to truncated composition matrices: the conditions required ...
Recent advances in the theory of complex symmetric operators are presented and related to current st...
Let C be a conjugation on a complex Hilbert space H. If {xn} is a sequence of unit vectors, then so ...