


Paper's Title:
On the Constant in a Transference Inequality for the Vectorvalued Fourier Transform
Author(s):
Dion Gijswijt and Jan van Neerven
Delft University of Technology,
Faculty EEMCS/DIAM,
P.O. Box 5031,
2600 GA Delft,
The Netherlands.
URL:
http://aw.twi.tudelft.nl/~neerven/
URL:
http://homepage.tudelft.nl/64a8q/
Email:
J.M.A.M.vanNeerven@TUDelft.nl
Email: D.C.Gijswijt@TUDelft.nl
Abstract:
The standard proof of the equivalence of Fourier type on R^{d} and on the torus T^{d} is usually stated in terms of an implicit constant, defined as the minimum of a sum of powers of sinc functions. In this note we compute this minimum explicitly.
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