1. Foundations Of Convex Geometry - Cambridge University Press This is a modern, selfcontained and thorough book on the foundations of Euclidean geometry. Home Catalogue Foundations of convex geometry. Related Areas http://books.cambridge.org/0521639700.htm

2. Convex Geometry convex geometry. On the volume of the intersection of two L p n balls,Proceedings of the AMS 110 (1990) 217224 (with G. Schechtman). http://www.math.tamu.edu/~joel.zinn/pubsConvexGeom.html

Convex Geometry On the volume of the intersection of two L p n balls, Proceedings of the AMS (1990) 217-224 (with G. Schechtman). On the Gaussian measure of the intersection of symmetric, convex sets, Ann. of Probab. (1998) 346-357, (with G. Schechtman and Th. Schlumprecht). Hypercontractivity and comparison of moments of iterated maxima and minima of independent random variables, Electronic Jour. of Probab. (1998) 26 pages (with P. Hitczenko, S. Kwapien, W. Li, G. Schechtman and Th. Schlumprecht). Concentration on the l p n ball. (with G. Schechtman) Lecture Notes in Math. (Geometrical Aspects of Funct. Analysis)

3. Linear Analysis At Texas A&M members of our group are interested in applications to probability theory, freeprobability theory, wavelets, mathematical finance, convex geometry. http://www.math.tamu.edu/~ken.dykema/LAN/people.html

Functional Analysis at While it is impossible to give an exact definition of such a vital area as Functional Analysis, its leitmotiv is the amalgamation of algebraic and topological structures: vector spaces endowed with topologies, operators between these vector spaces, and algebras of operators. These structures are found at the core of many fields inside and outside of Mathematics, for example Quantum Physics, Engeneering, Differential Equations, Numerical Analysis. In addition, there are modern day interactions with fields such as Algebraic Topology, Finance, Geometry, Probability and Signal Processing. Our Functional Analysis group has diverse interests: Banach spaces, operator spaces, C*-algebras, von Neumann algebras, nonlinear functional analysis. Furthermore members of our group are interested in applications to probability theory, free probability theory, wavelets, mathematical finance, convex geometry. Linear Analysis Seminar The above link is to the schedule of our weekly seminar, which is devoted to the study of several topics in functional analysis, including normed spaces and operators on them, noncommutative theory and probabilistic methods. Workshop in Linear Analysis and Probability Every summer our functional anlysis and probability group is organizing a workshop.

4. Workshop On Convex Geometry At Louvain-la-Neuve Workshop on convex geometry at Louvainla-Neuve. Schedule of talks.Applications Some integral transforms in convex geometry. Wolfgang http://gauss.math.ucl.ac.be/~fweb/seminar/convex.html

Workshop on Convex Geometry at Louvain-la-Neuve Schedule of talks. Applications of symplectic geometry to Minkowski geometry Abstract. This will be an elementary introduction to symplectic techniques in Minkowski geometry. Among the applications I will survey are Crofton formulas for hypersurfaces and the recent solution of the girth conjecture. Some integral transforms in convex geometry Wolfgang Weil, Mathematisches Institut Karlsruhe University. Abstract. Stereological problems in applied sciences frequently require the estimation of three-dimensional quantities from observations in two-dimensional sections. Questions of that kind lead to certain integral transforms, but there are also surprising connections to sections and projections of convex bodies. Examples of such transforms and injectivity properties will be discussed. Functorial constructions in the theory of normed spaces Abstract. This is an introduction to the theory of volumes and areas on finite-dimensional normed spaces from a functorial viewpoint. Characterization, stability and splitting results involving curvature measures in Minkowski spaces

5. ONE FUN CTIONAL-A NAL YTICAL IDE A B Y ALEXANDR O V IN CONVE X GEO ALEXANDROV IN convex geometry. S. S. Kutateladze http://www.math.nsc.ru/LBRT/g2/english/ssk/bubble_e.pdf

6. The Finsler Geometry Newsletter - Home Page But, if we think of the great advances in convex geometry, the calculus of variations,integral geometry, the theory of metric spaces, and symplectic geometry http://gauss.math.ucl.ac.be/~fweb/

The Finsler Geometry Newsletter INTRODUCTION PREPRINTS NEWSLETTER REVIEWS ... LINKS Created: Nov 18, 1999 Last update: July 11, 2001 News Welcome to the website of the Finsler Geometry Newsletter. The aim of the Newsletter is to promote the interaction between researchers in convex, integral, metric, and symplectic geometry by providing them with a quick, accessible medium for comunicating ideas, annoucements, examples, counter-examples, remarks, reviews, and preprints. Criticisms and comments should be addressed to the webmaster The webmaster: Juan Carlos Alvarez New publications and postings Isosystolic inequalities for Finsler metrics and applications The Hilbert metric and Gromov hyperbolicity by Anders Karlsson and Guennadi A. Noskov. Do you wish to be informed of updates? To subscribe (or unsubscribe) click here About Finsler Geometry Finsler manifolds, manifolds whose tangent spaces carry a norm that varies smoothly with the base point, were born prematurely in 1854 together with the Riemannian counterparts in Riemann's groudbreaking Habilitationsvortrag . I say prematurely because in 1854 Minkowski's work on normed spaces and convex bodies was still forty three years away, and thus not even the infinitesimal geometry on which Finsler manifolds are based was understood at the time. Apparently, Riemann did not know what to make of these 'more general class' of manifolds whose element of arclength does not originate from a scalar product and, fatefully, put in a bad word for them:

7. WorkPage: World Locator For New Research AND his colleague study computational aspects of convex geometry in two directions (1) Design and implementation of http://www.workpage.com/g/49/267g.htm

Mathematical Sciences: Computational Aspects of Some Problems in Convex Geometry. A project at : University of Denver. Research by: Several P. Investigators. WorkPage Links LOPEZ. THE INVESTIGATOR AND his colleague study computational aspects of convex geometry in two directions: (1) Design and implementation of efficient algorithms for the approximation of convex bodies in multidimensional space by convex polytopes with a priori specified number of vertices. OPTIONS (below): Locate RELATED WORK More on THIS Work About WorkPage endWP

8. Convex Geometry And Geometric Functional Analysis convex geometry and Geometric Functional Analysis. January Random Methodsin convex geometry March 11, 1996 to March 15, 1996. Sharp http://www.msri.org/calendar/programs/ProgramInfo/65/show_program

Calendar Convex Geometry and Geometric Functional Analysis January 2, 1996 to July 30, 1996 at the Mathematical Sciences Research Institute, Berkeley, California Organized by: Keith Ball, Eric Carlen, Erwin Lutwak, V. D. Milman, E. Odell, and N. Tomczak. Please see the program webpage at http://www.msri.org/activities/programs/9596/cg/ for more information. The workshops for this program are: Introductory Workshop in Convex Geometry and Geometric Functional Analysis January 29, 1996 to February 9, 1996 Random Methods in Convex Geometry March 11, 1996 to March 15, 1996 Sharp Inequalities in Harmonic Analysis and Convex Geometry May 8, 1996 to May 15, 1996 MSRI Home Page Search the MSRI Website Subject and Title Index webmaster@msri.org

9. Random Methods In Convex Geometry Calendar. Random Methods in convex geometry. March 11, 1996 to March 15,1996. Parent Program convex geometry and Geometric Functional Analysis. http://www.msri.org/calendar/workshops/WorkshopInfo/182/show_workshop

Calendar Random Methods in Convex Geometry March 11, 1996 to March 15, 1996 Organized by: L. Lovasz, N. Tomczak-Jaegermann, and A. Pajor More information at: http://msri.org/activities/programs/9596/cg/convex_mar.html Parent Program: Convex Geometry and Geometric Functional Analysis Lectures on Streaming Video: This event is now over. Resources from this event, including streaming video , may be available. MSRI Home Page Search the MSRI Website Subject and Title Index webmaster@msri.org

10. WorkPage: World Locator For New Research AND his colleague study computational aspects of convex geometry in two directions (1) Design and implementation of http://www.best.com/~workline/g/49/267g.htm

"Mathematical Sciences: Computational Aspects of Some Problems in Convex Geometry" A project at : University of Denver. Research by: Several P. Investigators. WorkPage Links LOPEZ. THE INVESTIGATOR AND his colleague study computational aspects of convex geometry in two directions: (1) Design and implementation of efficient algorithms for the approximation of convex bodies in multidimensional space by convex polytopes with a priori specified number of vertices. OPTIONS (below): Locate RELATED WORK More on THIS Work About WorkPage endWP

11. Introduction To Convex Geometry 102.048 Lecture Introduction to convex geometry WS'02 2,0 Std. PM.Gruber, JM.Wills,eds., Handbook of convex geometry, A,B, NorthHolland, Amsterdam 1993. http://www.lzk.ac.at/lecture/tuwien/102048

12. Selected Topics From Convex Geometry TU VIENNA. unikat, 102.049 Lecture Selected topics from convex geometry SS'03 2,0Std. ECTSPoints Basic knowledge of convex geometry and its applications. http://www.lzk.ac.at/lecture/tuwien/102049

13. Vorlesungsverzeichnis - Wintersemester 2002/2003 - Convex Geometry Translate this page Vorlesungsverzeichnis - Wintersemester 2002/2003 convex geometry.Lv-Nr 01031 Dozent Weil SWS 4 Termin Mo,Mi 1130-1300 S 34 http://www.uni-karlsruhe.de/cgi-bin/vvz/LWS2002/01031

Vorlesungsverzeichnis - Wintersemester 2002/2003 Convex Geometry Lv-Nr: Dozent: Weil SWS: Termin: Mo,Mi 11:30-13:00 S 34 Hinweise: Die Online-Versionen des Vorlesungsverzeichnisses ab dem Wintersemester 2000/2001 beruhen auf einer neuen Datenbank der Universitätsverwaltung. Trotz größter Vorsicht kann es bei der Anpassung des Datenaustauschformates zu Unstimmigkeiten oder gar Fehlern gekommen sein. Sollten Ihnen ein solcher auffallen, wären wir Ihnen für einen Hinweis dankbar. Aktuelle Änderungen und Hinweise zu Veranstaltungen finden Sie auf den Servern der einzelnen Fakultäten Aus vertragsrechtlichen Gründen erscheint die elektronische Version des Vorlesungsverzeichnisses jeweils 1-2 Wochen nach der gedruckten Version. Webmaster

14. Beiträge Zur Algebra Und Geometrie / Contributions To Algebra And Geometry, Vol Geometry, Vol. 42, No. 2, pp. 401406 (2001) A Methodologically PureProof of a convex geometry Problem. Victor Pambuccian. Department of http://www.emis.de/journals/BAG/vol.42/no.2/9.html

A Methodologically Pure Proof of a Convex Geometry Problem Victor Pambuccian Department of Integrative Studies, Arizona State University West, P. O. Box 37100, Phoenix AZ 85069-7100, USA, e-mail: pamb@math.west.asu.edu Abstract: We prove, using the minimalist axiom system for convex geometry proposed by W. A. Coppel, that, given $n$ red and $n$ blue points, such that no three are collinear, one can pair each of the red points with a blue point such that the $n$ segments which have these paired points as endpoints are disjoint. Classification (MSC2000): Full text of the article: DVI file (31 kilobytes) PostScript file (173 kilobytes) PDF file (152 kilobytes) Previous Article Next Article Contents of this Number ELibM for the EMIS Electronic Edition

15. Convolution Inequalities In Convex Geometry University College London. Convolution Inequalities in convex geometry. 900945,Thursday, July 4, 2002 Math Annex 1100, UBC. Watch or hear lecture now. http://www.pims.math.ca/science/2002/aga/convexityvideos/ball/

Thematic Programme on Aymptotic Geometric Analysis: Conference on Convexity and Asymptotic Theory of Normed Spaces Keith Ball University College London Convolution Inequalities in Convex Geometry 9:00-9:45, Thursday, July 4, 2002 Math Annex 1100, UBC Watch or hear lecture now using the Real Player software. View abstract in PDF format. This talk was part of the Thematic Programme on Aymptotic Geometric Analysis: Conference on Convexity and Asymptotic Theory of Normed Spaces An file of this lecture can be downloaded here The complete archive of online lectures available from PIMS is available here Pacific Institute for the Mathematical Sciences Last Modified: Monday, 19-Aug-2002 03:45:14 PDT

16. Conference On Convexity And Asymptotic Theory Of Normed Spaces 9551020, Shlomo Reisner (University of Haifa, Israel) An Application ofconvex geometry to Approximation Theory Approximation by Ridge Functions. http://www.pims.math.ca/science/2002/aga/convexity.html

Thematic Programme on Asymptotic Geometric Analysis PIMS at the University of British Columbia Summer 2002 Conference on Convexity and Asymptotic Theory of Normed Spaces July 1-5 Organizers: Topics include Classical Convexity, Radon transform and Fourier methods in Convexity, asymptotic theory of high dimensional convex bodies, geometric functional inequalities, probabilistic methods in Convexity, isoperimetric-type inequalities. Schedule: Monday, July 1 Lectures will be in Room Math Annex 1100. All day Canada Day Celebration around Vancouver Registration in the Lounge at PIMS (1933 West Mall) Elisabeth Werner (Case Western Reserve University, USA) p-affine Surface Areas and Random Polytopes Surface Bodies Matthias Reitzner (University of Freiburg, Germany) Random Polytopes and the Efron-Stein Jackknife Inequality Kurt Leichtweiss (University of Stuttgart, Germany) Minkowski-addition in the Hyperbolic Plane Tuesday, July 2 Lectures from 9:00 to 4:00 will be Room Math Annex 1100. Lectures from 4:30 to 6:00 will be in Room Buchanan A202. Welcoming Remarks Optimal Quantization Coffee Break Daniel Hug (Mathematisches Institut, Germany)

17. Convex Geometry / Géométrie Convexe next up previous Next Lynn Batten Linear Up No Title Previous Robert FCWalters convex geometry / Géométrie convexe. A. C. Thompson, Organizer http://camel.math.ca/CMS/Events/summer98/s98-abs/node25.html

home about the CMS media releases search ... other societies Next: Lynn Batten - Linear Up: No Title Previous: Robert F. C. Walters A. C. Thompson, Organizer Lynn Batten - Linear binary codes of minimum distance On fat polygons and polyhedra Tibor Bisztriczky - ... -Minkowski problem of polytopes eo@camel.math.ca comments? search for?

18. Axiomatic Convex Geometry? By Chip Masters axiomatic convex geometry? by Chip Masters. reply to this message post a messageon a new topic Back to geometryresearch Subject axiomatic convex geometry? http://mathforum.org/epigone/geometry-research/staxmenfer

axiomatic convex geometry? by Chip Masters reply to this message post a message on a new topic Back to geometry-research Subject: axiomatic convex geometry? Author: chip@cyc.com Organization: Giganews.Com - Premium News Outsourcing Date: 30 May 2001 12:20:37 -0400 Hello, I am looking for references to advanced undergraduate / beginning graduate level books on synthetic geometry which define convexity axiomatically. I work for a rule based AI software project where I am currently trying to represent in our knowledge base the notion of convexity and the elementary properties of convex bodies. Thank you in advance for your assistance, Chip Masters chip@cyc.com The Math Forum

19. A Convex Geometry Problem By Mounir a convex geometry problem by mounir. Subject a convex geometry problem Author mounir mrpa661@andante.meteo.fr Date 4 Jan 99 020701 0500 (EST) hello ! http://mathforum.org/epigone/geometry-research/vuprentimp

a convex geometry problem by mounir reply to this message post a message on a new topic Back to geometry-research Subject: a convex geometry problem Author: mrpa661@andante.meteo.fr Date: The Math Forum

20. Citation Conference on APL archive Proceedings of seventh international conference on APL toc 1975 , Pisa, Italy An APL package for convex geometry Authors Richard A http://portal.acm.org/citation.cfm?id=803831&coll=portal&dl=ACM&CFID=11111111&CF

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