AbstractThe von Neumann–Jordan constant CNJ(X) is computed for X being ℓ2−ℓ1 and ℓ∞−ℓ1 space by introducing a new geometric constant γX(t). These partly give an answer to an open question posed by Kato et al. Some basic properties of this new coefficient are investigated. Moreover, we obtain a new class of Banach spaces with uniform normal structure
We introduce a new geometric constant Jin(X) based on a generalization of the parallelogram law, whi...
In connection with the famous work [7] of Jordan and von Neumann.conceming inner products Clarkson [...
AbstractWe introduce a generalized James constant J(a,X) for a Banach space X, and prove that, if J(...
AbstractThe von Neumann–Jordan constant CNJ(X) is computed for X being ℓ2−ℓ1 and ℓ∞−ℓ1 space by intr...
Some relations between the James (or non-square) constant $J(X)$ and the Jordan-von Neumann constant...
Some relations between the James (or non-square) constant $J(X)$ and the Jordan-von Neumann constant...
Some relations between the James (or non-square) constant $J(X)$ and the Jordan-von Neumann constant...
AbstractIn this paper, we prove that a Banach space X and its dual space X∗ have uniform normal stru...
AbstractLet CNJ(X) and J(X) be the von Neumann–Jordan and James constants of a Banach space X, respe...
In recent times, many constants in Banach spaces have been defined and/or studied. Relations and ine...
In recent times, many constants in Banach spaces have been defined and/or studied. Relations and ine...
none3In recent times, many constants in Banach spaces have been defined and/or studied. Relations an...
We will introduce four new geometric constants closely related to the James constant J(X), which hav...
Abstract. A general method for estimating the normal structure coefficient of a Banach space in term...
The von Neumann–Jordan (NJ-) constant for Lebesgue–Bochner spaces is determined under ...
We introduce a new geometric constant Jin(X) based on a generalization of the parallelogram law, whi...
In connection with the famous work [7] of Jordan and von Neumann.conceming inner products Clarkson [...
AbstractWe introduce a generalized James constant J(a,X) for a Banach space X, and prove that, if J(...
AbstractThe von Neumann–Jordan constant CNJ(X) is computed for X being ℓ2−ℓ1 and ℓ∞−ℓ1 space by intr...
Some relations between the James (or non-square) constant $J(X)$ and the Jordan-von Neumann constant...
Some relations between the James (or non-square) constant $J(X)$ and the Jordan-von Neumann constant...
Some relations between the James (or non-square) constant $J(X)$ and the Jordan-von Neumann constant...
AbstractIn this paper, we prove that a Banach space X and its dual space X∗ have uniform normal stru...
AbstractLet CNJ(X) and J(X) be the von Neumann–Jordan and James constants of a Banach space X, respe...
In recent times, many constants in Banach spaces have been defined and/or studied. Relations and ine...
In recent times, many constants in Banach spaces have been defined and/or studied. Relations and ine...
none3In recent times, many constants in Banach spaces have been defined and/or studied. Relations an...
We will introduce four new geometric constants closely related to the James constant J(X), which hav...
Abstract. A general method for estimating the normal structure coefficient of a Banach space in term...
The von Neumann–Jordan (NJ-) constant for Lebesgue–Bochner spaces is determined under ...
We introduce a new geometric constant Jin(X) based on a generalization of the parallelogram law, whi...
In connection with the famous work [7] of Jordan and von Neumann.conceming inner products Clarkson [...
AbstractWe introduce a generalized James constant J(a,X) for a Banach space X, and prove that, if J(...
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