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Moreover, Banach spaces having a countable cover by sets of small local diameter coincide with the descriptive Banach spaces studied by Hansell, so we present here some new characterizations of them.
Gao and Asami (2001) have measured attributes such as FAR, building quality, proximity to public green spaces, having a parking space and sunshine duration for evaluating detached residential neighborhood pricing in the Tokyo area using a hedonic pricing model.
Under suitable assumptions, we derive some strong convergence theorems for relaxed and composite viscosity algorithms not only in the setting of a uniformly convex and 2-uniformly smooth Banach space but also in the setting of uniformly convex Banach spaces having a uniformly Gâteaux differentiable norm.
We say X satisfies Opial's condition if for each x ∈ X and every net {x α } converging weakly to x, we have lim inf p ( x α - x ) < lim inf p ( x α - y ) for any y ≠ x and p ∈ P. The Hilbert spaces and Banach spaces having a weakly continuous duality mapping satisfy Opial's condition [17].
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The Romney spaces have a decidedly different feel.
The concept of "safe spaces" had a "chilling effect on free speech," he added.
Correspondingly, these living spaces have a great effect on their owners.
Public spaces have a central role, both physically and functionally, in urban planning and development.
The legality of erecting religious displays in public spaces has a long and complicated history.
I believe that living spaces have a profound effect on our lifestyles, relationships and values.
Both spaces have a pleasant, leisurely feel.
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com