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Mostrando ítems 21-30 de 20104
Selfadjoint extensions of the multiplication operator in de Branges spaces as singular rank-one perturbations
(Taylor & Francis, 2019-09)
We derive a description of the family of canonical selfadjoint extensions of the operator of multiplication in a de Branges space in terms of singular rank-one perturbations using distinguished elements from the set of ...
Legal space monitoring: theoretical and legal aspects
(Universidad del Zulia, 2019)
International legal cooperation of states in the fight against space debris
(Universidad del Zulia, 2019)
Magnetic fractional order orlicz-sobolev spaces
(Polish Academy of Sciences. Institute of Mathematics, 2021-01)
We define the notion of nonlocal magnetic Sobolev spaces with nonstandard growth for Lipschitz magnetic fields. In this context we prove a Bourgain-Brezis- Mironescu type formula for functions in this space as well as for ...
(in)formações espaciais: que interface entre o espaço urbano e o espaço virtual?
(Universidad La Salle México, Dirección de Posgrado e Investigación, 2008-06)
Este artículo contribuye a comprender la forma en cómo influye la socialización a través de las redes de comunicación, en la dinámica de uso y ocupación de espacios en la ciudad. El espacio urbano se analiza según las ...
Neural inverse space mapping (NISM) optimization for EM-based microwave design
(Int. J. RF and Microwave CAE, 2013)
Sobolev spaces on locally compact groups: compact embeddings and local spacesJOURNAL OF FUNCTION SPACES (PRINT)J FUNCT SPACES
(HINDAWI PUBLISHING CORPORATION, 2016)
Space weather service activities and initiatives at LAMP (Argentinean Space Weather Laboratory group)
(Elsevier, 2019-11)
Since more than one decade ago, several institutions started to offer a large variety of Operative Space Weather (SWx) products. This is of major importance because Space Weather events can affect aviation communications, ...
On the Maximal Operator Ideal Associated with a Tensor Norm Defined by Interpolation Spaces
(CANADIAN MATHEMATICAL SOC, 2010-12-01)
The classical approach to studying operator ideals using tensor norms mainly focuses on those tensor norms and operator ideals defined by means of `p spaces. In a previous paper, an interpolation space, defined via the ...