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This page lists the preprints associated with this programme only.
A full list is also available, with details of how to submit relevant papers.

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Authors Title Attachments
E Marchi; M Maton An observation related to the method of Lemke-Hobson PDF icon ni16013.pdf
E Marchi The effective LVMM method in Lotka-Volterra systems PDF icon ni16012.pdf
E Marchi Two steps transportation problem PDF icon ni16011.pdf
KJ Swanepoel Sets of unit vectors with small subset sums PDF icon ni12090.pdf
G Ambrus; P Kevei; V Vígh The diminishing segment process PDF icon ni11046.pdf
N Goyal; L Rademacher Lower bounds for the average and smoothed number of Pareto optima PDF icon ni11040.pdf
E Mossel; K Oleszkiewicz; A Sen On reverse hypercontractivity PDF icon ni11034.pdf
JL Xiang Li; B Szegedy On the logarithimic calculus and Sidorenko's conjecture PDF icon ni11031.pdf
J Bennett; N Bez; S Gutiérrez Global nonlinear Brascamp-Lieb inequalities PDF icon ni11030.pdf
J Bennett; N Bez; S Gutiérrez Transversal multilinear Radon-like transforms: local and global estimates PDF icon ni11029.pdf
R Levy; G Schechtman Stabilizing isomorphisms from l_p (l_2) into L_p [0, 1] PDF icon ni11028.pdf
G Schechtman Approximate Gaussian isoperimetry for $\it k$ sets PDF icon ni11027.pdf
A Giannopoulos; G Paouris; B-H Vritsiou A remark on the slicing problem PDF icon ni11021.pdf
F Barthe; C Bordenave Combinatorial optimization over two random point sets PDF icon ni11018.pdf
G Gutin; A Yeo Hypercontractive inequality for pseudo-Boolean functions of bounded Fourier width PDF icon ni11017.pdf
D Cordero-Erausquin; M Ledoux Hypercontractive measures, Talagrand's inequality, and influences PDF icon ni11014.pdf
F Barthe; D Cordero-Erausquin Invariances in variance estimates PDF icon ni11013.pdf
Y Ollivier; C Villani A curved Brunn-Minkowski inequality on the discrete hypercube or: What is the Ricci curvature of the discrete hypercube? PDF icon ni11012.pdf
A Plagne Sums of dilates in groups of prime order PDF icon ni11009.pdf
J Solymosi; T Tao An incidence theorem in higher dimensions PDF icon ni11006.pdf
University of Cambridge Research Councils UK
    Clay Mathematics Institute London Mathematical Society NM Rothschild and Sons