Two-dimensional Banach spaces with polynomial numerical index zero
- García, Domingo
- Grecu, Bogdan C.
- Maestre, Manuel
- Martín, Miguel
- Merí, Javier
DOIAbstract
AbstractWe study two-dimensional Banach spaces with polynomial numerical indices equal to zero
AbstractWe study two-dimensional Banach spaces with polynomial numerical indices equal to zero
A survey of general results about linear subspaces in zeros of polynomials onreal and complex Banach...
Abstract. We give a lower bound for the numerical index of the two-dimensional real L(p) space, whe...
The numerical index of a Banach space is a constant relating the norm and the numerical range of ope...
Abstract. We study two-dimensional Banach spaces with polynomial numerical indices equal to zero. 1
ABSTRACT. We give a lower bound for the polynomial numerical index of order k for real lush spaces. ...
AbstractWe give a lower bound for the polynomial numerical index of order k for real lush spaces. We...
Abstract. We prove that a finite-dimensional Banach space X has numerical index 0 if and only if it ...
We study the relation between the polynomial numerical indices of a complex vector-valued function s...
This dissertation’s main purpose is to study of the polynomial numerical index of order k of a Bana...
Abstract. We study the relation between the polynomial numerical indices of a complex vector-valued ...
For a Banach space E and a positive integer k, we study about three kinds of numerical indices of E,...
Abstract. We study in this paper the relation between the polynomial numerical indices of a complex ...
Let E be a real Banach space. We show that either E admits a positive definite 2-homogeneous polynom...
The numerical index of a Banach spaceX is a constant of the space relating the behaviour of the nume...
The numerical index of a Banach space is a constant relating the norm and the numerical range of ope...
A survey of general results about linear subspaces in zeros of polynomials onreal and complex Banach...
Abstract. We give a lower bound for the numerical index of the two-dimensional real L(p) space, whe...
The numerical index of a Banach space is a constant relating the norm and the numerical range of ope...
Abstract. We study two-dimensional Banach spaces with polynomial numerical indices equal to zero. 1
ABSTRACT. We give a lower bound for the polynomial numerical index of order k for real lush spaces. ...
AbstractWe give a lower bound for the polynomial numerical index of order k for real lush spaces. We...
Abstract. We prove that a finite-dimensional Banach space X has numerical index 0 if and only if it ...
We study the relation between the polynomial numerical indices of a complex vector-valued function s...
This dissertation’s main purpose is to study of the polynomial numerical index of order k of a Bana...
Abstract. We study the relation between the polynomial numerical indices of a complex vector-valued ...
For a Banach space E and a positive integer k, we study about three kinds of numerical indices of E,...
Abstract. We study in this paper the relation between the polynomial numerical indices of a complex ...
Let E be a real Banach space. We show that either E admits a positive definite 2-homogeneous polynom...
The numerical index of a Banach spaceX is a constant of the space relating the behaviour of the nume...
The numerical index of a Banach space is a constant relating the norm and the numerical range of ope...
A survey of general results about linear subspaces in zeros of polynomials onreal and complex Banach...
Abstract. We give a lower bound for the numerical index of the two-dimensional real L(p) space, whe...
The numerical index of a Banach space is a constant relating the norm and the numerical range of ope...
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