Add to ORKGWe establish upper bounds for the distance to finite-dimensional subspaces in inner product spaces and improve some generalisations of Bessel’s inequality obtained by Boas, Bellman and Bombieri. Refinements of the Hadamard inequality for Gram determinants are also given
AbstractIn the setting of real normed spaces, we study the Fermat-Weber problem which deals with the...
Some results related to the Pečarić’s type generalisation of Bessel’s inequality in 2-inner product ...
We investigate the size of the distance set determined by two subsets of finite dimensional vector s...
We establish upper bounds for the distance to finite-dimensional subspaces in inner product spaces a...
We establish upper bounds for the distance to finite-dimensional subspaces in inner product spaces ...
In this paper we point out a generalization of an inequality due to Boas and Bellman which generaliz...
New results related to the Boas-Bellman generalisation of Bessel’s inequality in inner product space...
New results related to the Boas-Bellman generalisation of Bessel’s inequality in inner product space...
Abstract. The aim of this paper is to prove a generalized version of Hadamard’s inequality in inner ...
Some inequalities in 2-inner product spaces generalizing Bessel’s result that are similar to the Boa...
Some inequalities in 2-inner product spaces generalizing Bessel’s result that are similar to the Boa...
Some inequalities in 2-inner product spaces generalizing Bessel’s result that are similar to the Boa...
In previous papers [1, 2], we proposed a subspace distance. However, whether the subspace distance s...
Abstract. Let H denote a separable Hilbert space and let B(H) be the space of bounded and linear ope...
New results related to the Bombieri generalisation of Bessel’s inequality in inner product spaces ar...
AbstractIn the setting of real normed spaces, we study the Fermat-Weber problem which deals with the...
Some results related to the Pečarić’s type generalisation of Bessel’s inequality in 2-inner product ...
We investigate the size of the distance set determined by two subsets of finite dimensional vector s...
We establish upper bounds for the distance to finite-dimensional subspaces in inner product spaces a...
We establish upper bounds for the distance to finite-dimensional subspaces in inner product spaces ...
In this paper we point out a generalization of an inequality due to Boas and Bellman which generaliz...
New results related to the Boas-Bellman generalisation of Bessel’s inequality in inner product space...
New results related to the Boas-Bellman generalisation of Bessel’s inequality in inner product space...
Abstract. The aim of this paper is to prove a generalized version of Hadamard’s inequality in inner ...
Some inequalities in 2-inner product spaces generalizing Bessel’s result that are similar to the Boa...
Some inequalities in 2-inner product spaces generalizing Bessel’s result that are similar to the Boa...
Some inequalities in 2-inner product spaces generalizing Bessel’s result that are similar to the Boa...
In previous papers [1, 2], we proposed a subspace distance. However, whether the subspace distance s...
Abstract. Let H denote a separable Hilbert space and let B(H) be the space of bounded and linear ope...
New results related to the Bombieri generalisation of Bessel’s inequality in inner product spaces ar...
AbstractIn the setting of real normed spaces, we study the Fermat-Weber problem which deals with the...
Some results related to the Pečarić’s type generalisation of Bessel’s inequality in 2-inner product ...
We investigate the size of the distance set determined by two subsets of finite dimensional vector s...