932 resultados para Espaces publics
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Mode of access: Internet.
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Title varies slightly.
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Mode of access: Internet.
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"Deuxième édition."
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Mode of access: Internet.
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The plates have special t.-p.
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Publication suspended Oct.1914-1918, Jan.-Mar.1920
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Mode of access: Internet.
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Mode of access: Internet.
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1818-1830: Par C.-L. Lesur; 1831-1833: Rédigé par m. Ulysse Tencé revu et pub. par m. C.-L. Lesur; 1834-1837: Par m. Ulysse Tencé; 1838-1839: Revu par m. C.-L. Lesur; 1840-1842: Rédigé par mm. V. Rosenwald et H. Desprez, revu par m. C.-L. Lesur; 1843-1844: Rédigé par mm. A. Fouquier et H. Desprez; 1845-1855: Rédigé par A. Fouquier; 1856-1861: Pub. par Thoisnier Desplaces (1859-1861: Rédigé par V. Rosenwald)
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Book review: John Clarke, Janet E. Newman, Nick Smith, Elizabeth Vidler and Louise Westmarland. Sage, 2007, 192 pp., £21.99 (pb), ISBN: 9781412921343
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Book review - The article has no abstract
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Let X be a closed subspace of B(H) for some Hilbert space H. In [9], Pisier introduced Sp [X] (1 ≤ p ≤ +∞) by setting Sp [X] = (S∞ [X] , S1 [X])θ , (where θ =1/p , S∞ [X] = S∞ ⊗min X and S1 [X] = S1 ⊗∧ X) and showed that there are p−matricially normed spaces. In this paper we prove that conversely, if X is a p−matricially normed space with p = 1, then there is an operator structure on X, such that M1,n (X) = S1 [X] where Sn,1 [X] is the finite dimentional version of S1 [X]. For p = 1, we have no answer.
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Thèse numérisée par la Direction des bibliothèques de l'Université de Montréal.