Search Results - "PISIER, G"
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Ideals in L(L1)
Published in Mathematische annalen (01-02-2020)“…The main result is that there are infinitely many; in fact, a continuum; of closed (two-sided) ideals in the Banach algebra L ( L 1 ) of bounded linear…”
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A simple proof of a theorem of Jean Bourgain
Published in The Michigan mathematical journal (01-01-1992)Get full text
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Some applications of the complex interpolation method to Banach lattices
Published in Journal d'analyse mathématique (Jerusalem) (01-12-1979)Get full text
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Bilinear forms on exact operator spaces andB(H)⊗B(H)
Published in Geometric and functional analysis (01-03-1995)Get full text
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Characterizations of almost surely continuous p-stable random Fourier series and strongly stationary processes
Published in Acta mathematica (01-01-1984)Get full text
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Non-Commutative Martingale Inequalities
Published in Communications in mathematical physics (01-11-1997)Get full text
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A Polynomially Bounded Operator on Hilbert Space Which is not Similar to a Contraction
Published in Journal of the American Mathematical Society (01-04-1997)“…Let $\varepsilon > 0$. We prove that there exists an operator$T_varepsilon: \ell_2 \rightarrow \ell_2$such that for any polynomial P we have |P(Tε)| ≤ (1 +…”
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Grothendieck’s theorem for operator spaces
Published in Inventiones mathematicae (01-10-2002)“…We prove several versions of Grothendieck's Theorem for completely bounded linear maps T:E[arrow right]F ^sup *^, when E and F are operator spaces. We prove…”
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A remarkable homogeneous Banach algebra
Published in Israel journal of mathematics (01-03-1979)Get full text
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Completely bounded maps into certain Hilbertian operator spaces
Published in International Mathematics Research Notices (2004)“…We prove a factorization of completely bounded maps from a C*-algebra A (or an exact operator space E ⊂ A) to ℓ2 equipped with the operator space structure of…”
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The Law of Large Numbers and the Central Limit Theorem in Banach Spaces
Published in The Annals of probability (01-08-1976)“…Let $X_1, X_2, \cdots$ be independent random variables with values in a Banach space $E$. It is then shown that Chung's version of the strong law of large…”
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THE OPERATOR HILBERT SPACE OH AND TYPE III VON NEUMANN ALGEBRAS
Published in The Bulletin of the London Mathematical Society (01-07-2004)“…A proof is given to show that the operator Hilbert space $\operatorname{OH}$ does not embed completely isomorphically into the predual of a semi-finite von…”
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13
The Proportional Uap Characterizes Weak Hilbert Spaces
Published in Journal of the London Mathematical Society (01-12-1991)“…We prove that a Banach space has the uniform approximation property with proportional growth of the uniformity function if and only if it is a weak Hilbert…”
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14
Gaussian Processes and Mixed Volumes
Published in The Annals of probability (01-01-1987)“…We prove the following conjecture of Dudley: If the volume exponent of a compact convex and symmetric subset K of a Hilbert space is less than -1, then K is a…”
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SIMILARITY PROBLEMS AND LENGTH
Published in Taiwanese journal of mathematics (01-03-2001)“…This is a survey of the author's recent results on the Kadison and Halmos similarity problems and the closely connected notion of "length" of an operator…”
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Non-commutative Khintchine Type Inequalities Associated with Free Groups
Published in Indiana University mathematics journal (01-01-2005)“…Let Fn denote the free group with n generators g1, g2,..., gn. Let λ stand for the left regular representation of Fn and let τ be the standard trace associated…”
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The similarity degree of an operator algebra, II
Published in Mathematische Zeitschrift (01-05-2000)Get full text
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Quadratic Forms in Unitary Operators
Published in Linear algebra and its applications (01-12-1997)Get full text
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Joint similarity problems and the generation of operator algebras with bounded length
Published in Integral equations and operator theory (01-09-1998)Get full text
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Quadratic forms in unitary operators
Published in Linear algebra and its applications (01-12-1997)“…Let u 1,…, u n be unitary matrices on l 2. Denote by ▪ the matrix A defined by A[( i, i′), ( j, j′)] = Σ k=1 n u k ( i, j) u k ( i′, j′), acting as a bounded…”
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