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SUMMARY:Discretization Theorems for Entire Functions of Exponential Type -
  Michael Ganzburg (Hampton University)
DTSTART:20240716T134500Z
DTEND:20240716T142500Z
UID:TALK218155@talks.cam.ac.uk
DESCRIPTION:We present Lq-discretization inequalities for entire functions
  of exponential type on the Euclidean m-dimensional space. We find necessa
 ry and sufficient conditions on a set of knots for the discretization ineq
 ualities to be valid. We also analyze when the necessary and sufficient co
 nditions coincide. In addition\, discretization inequalities on an m-dimen
 sional cube are proved for entire functions of exponential type and expone
 ntial polynomials.
LOCATION:Seminar Room 1\, Newton Institute
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