Spectral structure of sets of integers Ben Green1 Abstract Let A be a small subset of a finite abelian group, and let R be the set of points at which its Fourier transform is large. A result of Chang states that R has a - Result Group - Document - PDFSEARCH.IO

First Page	Meta Content
	Spectral structure of sets of integers Ben Green1 Abstract Let A be a small subset of a finite abelian group, and let R be the set of points at which its Fourier transform is large. A result of Chang states that R has a Add to Reading List Document Date: 2013-08-05 12:58:17 Open Document File Size: 269,96 KB Share Result on Facebook City Cambridge / / Company ZN / Bernstein / Zn2 / / Country United Kingdom / / Event Product Issues / Product Recall / / Facility Trinity College / / Organization Trinity College / / Person Harald Bohr / Bt / / Position author / representative / mathematician / / Product Yamaha RH1 Headphone/Headset / x∈ZN / / ProgrammingLanguage R / / SocialTag Symbol Spectrum Fourier transform Support Combinatory logic Lp space Spectral theory of ordinary differential equations Decomposition of spectrum Mathematical analysis Mathematics

Spectral structure of sets of integers Ben Green1 Abstract Let A be a small subset of a finite abelian group, and let R be the set of points at which its Fourier transform is large. A result of Chang states that R has a Add to Reading List