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Mostrando ítems 81-90 de 20104
Monomial convergence on ℓr
(Mathematical Science Publishers, 2021-05-18)
We develop a novel decomposition of the monomials in order to study the set of monomial convergence for spaces of holomorphic functions over er for 1 < r < 2. For Hb(er), the space of entire functions of bounded type in ...
Neuromodeling of microwave circuits exploiting space mapping technology
(IEEE Trans. Microwave Theory Tech;47, 1999-12)
The persistence of form (and its omissions). A study of urban space in La Plata through its “analogues cities”La persistencia de la forma (y sus omisiones). Un estudio del espacio urbano de La Plata a través de sus ciudades análogas
(Cuadernos de antropología social, 2009-12-01)
Para acceder al Dossier utilice el link: http://revistascientificas.filo.uba.ar/index.php/CAS/article/view/2783
Space Ores: Nobody’s Things for the Benefit of AllMinerales espaciales: cosas de nadie en beneficio de todos
(Pontificia Universidad Católica del Perú, 2019)
Grassmann geometry of zero sets in reproducing kernel Hilbert spaces
(Academic Press Inc Elsevier Science, 2021-08)
Let H be a reproducing kernel Hilbert space of functions on a set X. We study the problem of finding a minimal geodesic of the Grassmann manifold of H that joins two subspaces consisting of functions which vanish on given ...
A Computational Study on Lens Spaces Isospectral on Forms
(Taylor & Francis, 2021-02-09)
We make a computational study to know what kind of isospectralities among lens spaces and lens orbifolds exist considering the Hodge--Laplace operators acting on smooth p-forms. Several evidenced facts are proved and some ...
Stability of the Stokes projection on weighted spaces and applications
(American Mathematical Society, 2020-01)
We show that, on convex polytopes and two or three dimensions, the finite element Stokes projection is stable on weighted spaces $\bW^{1,p}_0(\omega,\Omega) \times L^p(\omega,\Omega)$, where the weight belongs to a certain ...
Refinements of the Hermite–Hadamard Inequality in NPC Global Spaces
(De Gruyter, 2018-09-24)
In this paper we establish different refinements and applications of the Hermite-Hadamard inequality for convex functions in the context of NPC global spaces.
Composition of operators in Orlicz spaces
(Rocky Mt Math Consortium, 2008-12)
In this work we find sharp conditions for boundedness on Orlicz spaces of the composition of j operators, each one being of restricted weak type (p,p) for some p > 1, and of strong type (∞, ∞). Particularly, we find necessary ...