Technion -  Israel Institute of Technology
                      Department of Mathematics
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                   | FUNCTIONAL ANALYSIS SEMINAR |
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Speaker: Yehoram Gordon
 
Title:   On the minima of the Mahler product for convex bodies and its
         generalized functional version. Joint work with Mathieu Meyer.
 
Date:    Thursday, July 7, 2011 at 14:30
 
Place:   Room 919, Amado Mathematics Building, Technion
 
Abstract: See

 <http://www.math.technion.ac.il/~techm/temp/20110628GORD.pdf>
 
for the full abstract with definitions and formulae

((This file will be available for up to a month after the date of the activity.))
 
Short Abstract: We prove that on the set of all convex functions
(convex even functions) the Mahler product has no local minimum at any
function (even function) having some regular point. This extends a recent
result obtained by Reisner-Sch\"utt-Werner for convex bodies.
 
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