Pisier, Gilles individual record
Distinguished Professor
Positions:
education and training
selected publications
Academic Articles105
  • Naor, A., Pisier, G., & Schechtman, G. (2020). Impossibility of Dimension Reduction in the Nuclear Norm.. 63, 319-345.
  • Pisier, G. (2019). A Note on Sidon Sets in Bounded Orthonormal Systems. JOURNAL OF FOURIER ANALYSIS AND APPLICATIONS. 25(3), 995-1007.
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  • Pisier, G. (2018). Completely Sidon sets in C∗-algebras. MONATSHEFTE FUR MATHEMATIK. 187(2), 357-374.
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  • Naor, A., Pisier, G., Schechtman, G., & Machinery, A. C. (2018). Impossibility of dimension reduction in the nuclear norm. 1345-1352.
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  • Pisier, G. (2018). On a linearization trick. L’Enseignement Mathématique. 64(3), 315-326.
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Books6
  • Pisier, G. (2016). Martingales in Banach Spaces. Cambridge University Press.
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  • Pisier, G. (2003). Introduction to Operator Space Theory. Cambridge University Press.
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  • Pisier, G. (1996). Similarity Problems and Completely Bounded Maps. Springer Berlin Heidelberg.
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  • Pisier, G. (1989). The Volume of Convex Bodies and Banach Space Geometry. Cambridge University Press.
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  • Pisier, G. (1986). Factorization of Linear Operators and Geometry of Banach Spaces. American Mathematical Society.
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Chapters5
  • Davis, B., & Song, R. (2011). Don Burkholder’s work on Banach spaces. Davis, B., & Song, R. (Eds.), Selected Works of Donald L. Burkholder. (pp. 23-30). Springer New York.
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  • Pisier, G. (2010). The Halmos Similarity Problem. Axler, S., Rosenthal, P., & Sarason, D. (Eds.), A Glimpse at Hilbert Space Operators. (pp. 325-339). Springer Basel.
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  • Pisier, G. (2003). Chapter 33 Operator Spaces. Handbook of the Geometry of Banach Spaces. Handbook of the Geometry of Banach Spaces. (pp. 1425-1458). Elsevier.
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  • Pisier, G., & Xu, Q. (2003). Chapter 34 Non-Commutative Lp-Spaces. Handbook of the Geometry of Banach Spaces. Handbook of the Geometry of Banach Spaces. (pp. 1459-1517). Elsevier.
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  • Pisier, G. (1982). On the duality between type and cotype. GEOMETRIC ASPECTS OF FUNCTIONAL ANALYSIS. Chao, J., & Woyczyński, W. A. (Eds.), Martingale Theory in Harmonic Analysis and Banach Spaces. (pp. 131-144). Springer Berlin Heidelberg.
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Conference Papers4
  • Pisier, G. (2006). Remarks onB(H) ⊗B(H). Proceedings - Mathematical Sciences. 116(4), 423-428.
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  • Pisier, G. (2004). On Read's proof that B(l(1)) is not amenable. GEOMETRIC ASPECTS OF FUNCTIONAL ANALYSIS. 1850, 269-275.
  • Fonf, V. P., Johnson, W. B., Pisier, G., & Preiss, D. (2003). Stochastic approximation properties in Banach spaces. STUDIA MATHEMATICA. 159(1), 103-119.
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  • PISIER, G. (1984). THE CLASSIFICATION OF STRONGLY STATIONARY P-STABLE PROCESSES WITH CONTINUOUS TRAJECTORIES. STOCHASTIC PROCESSES AND THEIR APPLICATIONS. 16(1), 9-10.
teaching activities
chaired theses and dissertations
Email
pisier@tamu.edu
First Name
Gilles
Last Name
Pisier
mailing address
Texas A&M University; Mathematics; 3368 TAMU
College Station, TX 77843-3368
USA