Add to ORKGA generalization of Zarantonello\u27s result on the numerical range of a nonlinear Hilbert space-valued operator to the case of the Banach space-valued operator is given
AbstractLetEbe a real Banach space andA:D(A)⊆E→2E,B:D(B)⊆E→2Ebe two set valued accretive operators. ...
summary:We discuss some numerical ranges for Lipschitz continuous nonlinear operators and their rela...
The numerical index of a Banach spaceX is a constant of the space relating the behaviour of the nume...
A generalization of Zarantonello\u27s result on the numerical range of a nonlinear Hilbert space-val...
AbstractA generalization of Zarantonello's result on the numerical range of a nonlinear Hilbert spac...
AbstractA generalization of Zarantonello's result on the numerical range of a nonlinear Hilbert spac...
summary:The aim of the paper is to propose a definition of numerical range of an operator on reflexi...
The authors develop various applications, in particular to the study of Banach algebras where the nu...
The numerical index of a Banach space is a constant relating the norm and the numerical range of ope...
Three lectures are going to be given on numerical ranges of operators, Banach spaces with numerical ...
The spatial numerical range of an operator on a normed linear space and the algebra numerical range ...
The numerical index of a Banach space is a constant relating the norm and the numerical range of ope...
summary:We discuss some numerical ranges for Lipschitz continuous nonlinear operators and their rela...
summary:We discuss some numerical ranges for Lipschitz continuous nonlinear operators and their rela...
Abstract. This is an introduction to the notion of numerical range for bounded linear operators on H...
AbstractLetEbe a real Banach space andA:D(A)⊆E→2E,B:D(B)⊆E→2Ebe two set valued accretive operators. ...
summary:We discuss some numerical ranges for Lipschitz continuous nonlinear operators and their rela...
The numerical index of a Banach spaceX is a constant of the space relating the behaviour of the nume...
A generalization of Zarantonello\u27s result on the numerical range of a nonlinear Hilbert space-val...
AbstractA generalization of Zarantonello's result on the numerical range of a nonlinear Hilbert spac...
AbstractA generalization of Zarantonello's result on the numerical range of a nonlinear Hilbert spac...
summary:The aim of the paper is to propose a definition of numerical range of an operator on reflexi...
The authors develop various applications, in particular to the study of Banach algebras where the nu...
The numerical index of a Banach space is a constant relating the norm and the numerical range of ope...
Three lectures are going to be given on numerical ranges of operators, Banach spaces with numerical ...
The spatial numerical range of an operator on a normed linear space and the algebra numerical range ...
The numerical index of a Banach space is a constant relating the norm and the numerical range of ope...
summary:We discuss some numerical ranges for Lipschitz continuous nonlinear operators and their rela...
summary:We discuss some numerical ranges for Lipschitz continuous nonlinear operators and their rela...
Abstract. This is an introduction to the notion of numerical range for bounded linear operators on H...
AbstractLetEbe a real Banach space andA:D(A)⊆E→2E,B:D(B)⊆E→2Ebe two set valued accretive operators. ...
summary:We discuss some numerical ranges for Lipschitz continuous nonlinear operators and their rela...
The numerical index of a Banach spaceX is a constant of the space relating the behaviour of the nume...