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1-7
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Results: 7
Entropy and asymptotic geometry of non-symmetric convex bodies
Authors:
Milman, VD Pajor, A
Citation:
Vd. Milman et A. Pajor, Entropy and asymptotic geometry of non-symmetric convex bodies, ADV MATH, 152(2), 2000, pp. 314-335
Entropy methods in asymptotic convex geometry
Authors:
Milman, V Pajor, A
Citation:
V. Milman et A. Pajor, Entropy methods in asymptotic convex geometry, CR AC S I, 329(4), 1999, pp. 303-308
The flatness theorem for nonsymmetric convex bodies via the local theory of Banach spaces
Authors:
Banaszczyk, W Litvak, AE Pajor, A Szarek, SJ
Citation:
W. Banaszczyk et al., The flatness theorem for nonsymmetric convex bodies via the local theory of Banach spaces, MATH OPER R, 24(3), 1999, pp. 728-750
May-Hegglin anomaly and pregnancy
Authors:
Pajor, A Nemes, L Demeter, J
Citation:
A. Pajor et al., May-Hegglin anomaly and pregnancy, EUR J OB GY, 85(2), 1999, pp. 229-231
Metric entropy of convex hulls in Banach spaces
Authors:
Carl, B Kyrezi, I Pajor, A
Citation:
B. Carl et al., Metric entropy of convex hulls in Banach spaces, J LOND MATH, 60, 1999, pp. 871-896
The covering numbers and "low M-estimate" for quasi-convex bodies
Authors:
Litvak, AE Milman, VD Pajor, A
Citation:
Ae. Litvak et al., The covering numbers and "low M-estimate" for quasi-convex bodies, P AM MATH S, 127(5), 1999, pp. 1499-1507
The isotropy constants of the Schatten classes are bounded
Authors:
Konig, H Meyer, M Pajor, A
Citation:
H. Konig et al., The isotropy constants of the Schatten classes are bounded, MATH ANNAL, 312(4), 1998, pp. 773-783
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