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However, the positivity of difference operators and structure of fractional spaces generated by these operators in Banach spaces are not well investigated in general.
These results are applied to abstract Hardy spaces generated by symmetric spaces.
These are enigmatic canvases in which bodies and body parts, barely discernible visages and biomorphic forms float in dream spaces generated by fractured planes and diaphanous scrims.
This result is then extended to the spaces generated by the well-known minimal and maximal methods of interpolation determined by quasi-concave functions.
The last property makes sense only for "local" spaces, i.e., shift-invariant spaces generated by finitely many compactly supported functions, and special attention is paid to such spaces.
In this paper we study interpolation of bilinear operators between products of Banach spaces generated by abstract methods of interpolation in the sense of Aronszajn and Gagliardo.
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The method is based on the state space generated by a Coloured Petri Net model.
Let Kϑ be a model space generated by an inner function ϑ.
The conceptual property space generated by these analytic dimensions accommodates the major theories of structuralism existing today, viz.
To address these challenges, we engineered Si nanoparticles by encapsulating them with monolayer graphene (mGra) with empty space generated by melt-self-assembly Cu layer.
This paper shows what extent the social space generated by Tamil and Chinese community becomes the central place where people gather in the city of Medan.
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