This thesis is divided in two main parts. One part deals with the numerical index. The computation of numerical index of real two dimensional $\ell_p$ (i.e, $n(\ell_p^2)$) is the most important step in computation of the numerical index of $L_p$-spaces. It has been been shown that the numerical index real $\ell_p^2$ $(
We study the relation between the polynomial numerical indices of a complex vector-valued function s...
Abstract The aim of this paper is to review the state-of-the-art of recent research concerning the n...
AbstractWe study two-dimensional Banach spaces with polynomial numerical indices equal to zero
Abstract. We give a lower bound for the numerical index of the two-dimensional real L(p) space, whe...
ABSTRACT. We give a lower bound for the polynomial numerical index of order k for real lush spaces. ...
Abstract. We give a partial answer to the problem of the numerical index of Lp-space 1 < p < ∞...
We show that the numerical index of the real (Formula presented.) (Formula presented.) is (Formula p...
AbstractWe give a lower bound for the polynomial numerical index of order k for real lush spaces. We...
For a Banach space E and a positive integer k, we study about three kinds of numerical indices of E,...
Abstract. We give explicit formulae for the numerical index of some (real) poly-hedral spaces of dim...
The computation of the numerical index of a Banach space is an intriguing problem, even in case of t...
Let X be a Banach space and a positive measure. In this article, we show that nðLpð,XÞÞ limm nðlmp...
The numerical index of a Banach space is a constant relating the norm and the numerical range of ope...
AbstractWe show that the absolute numerical index of the space Lp(μ) is p−1pq−1q (where 1p+1q=1). In...
The numerical index of a Banach space is a constant relating the norm and the numerical range of ope...
We study the relation between the polynomial numerical indices of a complex vector-valued function s...
Abstract The aim of this paper is to review the state-of-the-art of recent research concerning the n...
AbstractWe study two-dimensional Banach spaces with polynomial numerical indices equal to zero
Abstract. We give a lower bound for the numerical index of the two-dimensional real L(p) space, whe...
ABSTRACT. We give a lower bound for the polynomial numerical index of order k for real lush spaces. ...
Abstract. We give a partial answer to the problem of the numerical index of Lp-space 1 < p < ∞...
We show that the numerical index of the real (Formula presented.) (Formula presented.) is (Formula p...
AbstractWe give a lower bound for the polynomial numerical index of order k for real lush spaces. We...
For a Banach space E and a positive integer k, we study about three kinds of numerical indices of E,...
Abstract. We give explicit formulae for the numerical index of some (real) poly-hedral spaces of dim...
The computation of the numerical index of a Banach space is an intriguing problem, even in case of t...
Let X be a Banach space and a positive measure. In this article, we show that nðLpð,XÞÞ limm nðlmp...
The numerical index of a Banach space is a constant relating the norm and the numerical range of ope...
AbstractWe show that the absolute numerical index of the space Lp(μ) is p−1pq−1q (where 1p+1q=1). In...
The numerical index of a Banach space is a constant relating the norm and the numerical range of ope...
We study the relation between the polynomial numerical indices of a complex vector-valued function s...
Abstract The aim of this paper is to review the state-of-the-art of recent research concerning the n...
AbstractWe study two-dimensional Banach spaces with polynomial numerical indices equal to zero