DOIAbstract
We give simple proofs of some results of Mohebi [H. Mohebi, On quasi-Chebyshev subspaces of Banach spaces, J. Approx. Theory 107 (2000) 87-95] on quasi-Chebyshev subspaces
We give simple proofs of some results of Mohebi [H. Mohebi, On quasi-Chebyshev subspaces of Banach spaces, J. Approx. Theory 107 (2000) 87-95] on quasi-Chebyshev subspaces
AbstractA whole new class of Chebycheff spaces is introduced. The construction starts with a Chebych...
Chebyshev subspaces of L(l(n/1), l(n/1) are studied. A construction of a k-dimensional Chebyshev (n...
We shall discuss three generalized moduli such as generalized modulus of convexity, modulus of smoot...
We give simple proofs of some results of Mohebi [H. Mohebi, On quasi-Chebyshev subspaces of Banach s...
AbstractA quasi-Chebyshev subspace of a Banach space X has been defined as one in which the set of b...
AbstractA closed subspace F in a Banach space X is called almost Chebyshev if the set of x ϵ X which...
AbstractAs natural generalizations of complemented subspaces, we introduce pseudo-complemented and s...
In this article we discuss moduli and constants of quasi-Banach space and give some important proper...
A whole new class of Chebycheff spaces is introduced. The construction starts with a Chebycheff spac...
AbstractWe examine to what extent finite-dimensional spaces defined on locally compact subsets of th...
A Chebyshev set is a subset of a normed linear space that admits unique best approximations. In the ...
A Chebyshev set is a subset of a normed linear space that admits unique best approximations. In the ...
The main aim of this survey is to present some classical as well asrecent characterizations involvin...
AbstractWe prove necessary and sufficient conditions for X to be a Chebyshev subspace of (L1 ⊕ R)∞. ...
We prove necessary and sufficient conditions for X to be a Chebyshev subspace of (L1 ⊕ R)∞. Moreover...
AbstractA whole new class of Chebycheff spaces is introduced. The construction starts with a Chebych...
Chebyshev subspaces of L(l(n/1), l(n/1) are studied. A construction of a k-dimensional Chebyshev (n...
We shall discuss three generalized moduli such as generalized modulus of convexity, modulus of smoot...
We give simple proofs of some results of Mohebi [H. Mohebi, On quasi-Chebyshev subspaces of Banach s...
AbstractA quasi-Chebyshev subspace of a Banach space X has been defined as one in which the set of b...
AbstractA closed subspace F in a Banach space X is called almost Chebyshev if the set of x ϵ X which...
AbstractAs natural generalizations of complemented subspaces, we introduce pseudo-complemented and s...
In this article we discuss moduli and constants of quasi-Banach space and give some important proper...
A whole new class of Chebycheff spaces is introduced. The construction starts with a Chebycheff spac...
AbstractWe examine to what extent finite-dimensional spaces defined on locally compact subsets of th...
A Chebyshev set is a subset of a normed linear space that admits unique best approximations. In the ...
A Chebyshev set is a subset of a normed linear space that admits unique best approximations. In the ...
The main aim of this survey is to present some classical as well asrecent characterizations involvin...
AbstractWe prove necessary and sufficient conditions for X to be a Chebyshev subspace of (L1 ⊕ R)∞. ...
We prove necessary and sufficient conditions for X to be a Chebyshev subspace of (L1 ⊕ R)∞. Moreover...
AbstractA whole new class of Chebycheff spaces is introduced. The construction starts with a Chebych...
Chebyshev subspaces of L(l(n/1), l(n/1) are studied. A construction of a k-dimensional Chebyshev (n...
We shall discuss three generalized moduli such as generalized modulus of convexity, modulus of smoot...
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