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Fri, 9 May 2008
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math.MG Metric Geometry

March 2007 listings

Articles 1 to 15 of 15

29 Mar [abs] [pdf] math.MG/0703860 Sets that contain their circle centers. Greg Martin. math.MG.
21 Mar [abs] [pdf] [ps] math.MG/0703634 On geometric properties of sets of positive reach in ${\bf E}^d$. Andrea Colesanti, Paolo Manselli. math.MG.
14 Mar [abs] [pdf] [ps] math/0703415 An asymptotics of variance of the lattice points count. Jirí Janácek. math.MG.
13 Mar [abs] [pdf] [ps] math.MG/0703373 Notes on the roots of Steiner polynomials. Martin Henk, María A. Hernández Cifre. math.MG.
9 Mar [abs] [pdf] [ps] math/0703250 Control Theory for Semigroups over Local Fields. Marcelo Firer, Daniel Miranda (Universidade Estadual de Campinas). math.MG (math.OC).
7 Mar [abs] [pdf] [ps] math.MG/0703199 Buildings have finite asymptotic dimension. Jan Dymara (Wroclaw), Thomas Schick (Georg-August-Universität Göttingen). math.MG (math.GT).
7 Mar [abs] [pdf] [ps] math.MG/0703184 A characterization of hyperbolic geometry among Hilbert geometry. Ren Guo. math.MG.

Cross-listings

30 Mar [abs] [pdf] [ps] math.GT/0703923 The Baum-Connes conjecture and proper group actions on affine buildings. Dmitry Matsnev. math.GT (math.GR math.MG).
28 Mar [abs] [pdf] [ps] math/0703857 An isoperimetric inequality for uniformly log-concave measures and uniformly convex bodies. Emanuel Milman, Sasha Sodin. J. Funct. Anal., vol. 254, issue 5 (2008), pp 1235-1268. math.PR (math.MG).
20 Mar [abs] [pdf] [ps] math.FA/0703584 From the Brunn-Minkowski inequality to a class of Poincaré type inequalities. Andrea Colesanti. math.FA (math.MG).
13 Mar [abs] [pdf] [ps] math.DG/0703389 Flats in Riemannian Submersions from Lie Groups. Kristopher Tapp. math.DG (math.MG).
13 Mar [abs] [pdf] [ps] math.CO/0703372 Elementary incidence theorems for complex numbers and quaternions. Jozsef Solymosi, Konrad J. Swanepoel. math.CO (math.MG).
7 Mar [abs] [pdf] [ps] math.GR/0703192 Dimension of asymptotic cones of Lie groups. Yves de Cornulier. math.GR (math.MG).
6 Mar [abs] [pdf] [ps] math/0703169 A variational proof of Alexandrov's convex cap theorem. Ivan Izmestiev. math.DG (math.MG).
2 Mar [abs] [pdf] [ps] math.DG/0703048 The Elliptical Envelope. Stephen Howard. math.DG (math.MG).

Articles 1 to 15 of 15

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