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[ES] Definición del término Línea diametral en el diccionario Dicter.[EN] Definition of the word Línea diametral in the dictionary ...
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Efeito de materias-primas nas propriedades tecnologicas de massas ceramicas para pavimento gres [PDF]
Dissertação (mestrado) - Universidade Federal de Santa Catarina, Centro TecnologicoEstudo de propriedades físico-químicas e tecnológicas de matérias-primas e massas cerâmicas para pavimento grês.
Correia, Sivaldo Leite
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Comportamiento de tubos circulares de hormigón simple producidos con adición de caucho de neumáticos
En este trabajo se estudiaron tubos de hormigón simple elaborados con la adición de caucho de neumáticos en proporciones de 10, 15 y 20 kg/m³ de hormigón. El programa experimental incluye la realización de ensayos de resistencia a la compresión diametral
J Akasaki +4 more
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RA V8 N2, Mensaje del Editor en Jefe (Mayo – Agosto, 2018)
Revista Latinoamericana de Control de Calidad, Patología y Recuperación de la Construcción http://www.revistaalconpat.org Es motivo de satisfacción y alegría para el equipo de la Revista ALCONPAT ver publicado el segundo número de nuestro
Pedro Castro Borges
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Diametral dimension and köthe spaces
We generalize some well-known results about the diametral dimension of classical Kothe ...
Terzioğlu, Tosun
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A singular structure: Monopost made in composites [PDF]
p. 3002-3012This work presents the design process, the analysis, and the performance of a cylindrical hollow monopost, made entirely in composites. It is about a translucent structure of height 40m, external diameter 1.60m and the average wall-thickness ...
Almerich-Chulia, Ana +3 more
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Some results about diametral dimensions
The diametral dimension is an important topological invariant, especially in the context of Köthe sequence spaces. This poster presents some results concerning the equality of the diametral dimension with one of its variants.
Demeulenaere, Loïc
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Topological invariants, diametral dimension, and one related question [PDF]
Diametral dimension is a topological invariant for topological vector spaces which appears to be useful to characterize some classical classes of locally convex spaces (Schwartz, nuclear spaces).
Demeulenaere, Loïc
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Diametral dimension(s) and prominent bounded sets [PDF]
The classical diametral dimension (Bessaga, Mityagin, Pelczynski, Rolewicz), denoted by "Delta", is a topological invariant which can be used to characterize Schwartz and nuclear locally convex spaces. Mityagin also introduced a variant of this diametral
Demeulenaere, Loïc
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Diametral dimensions and some applications to spaces Snu [PDF]
The "classic" diametral dimension is a topological invariant which characterizes Schwartz and nuclear locally convex spaces. Besides, there exists a second diametral dimension which is conjectured to be equal to the first one (on Fréchet-Schwartz spaces).
Demeulenaere, Loïc
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