* Fred Lunnon <fred.lunnon@gmail.com> [Sep 12. 2013 08:43]:
Incidentally Salem's book on "Algebraic Numbers and Fourier Analysis" (despite its title) includes a wealth material of general interest which --- as far as I know --- is found nowhere else: for example, a neat elementary proof using only GCD's that a linear recurring sequence over the integers has finitely many zeros not lying in regularly-spaced zero subsequences.
WFL
[...]
Yves Meyer: Algebraic Numbers and Harmonic Analysis, North-Holland Publishing Company, (1972).
From the Preface: "This book is dedicated to the memory of Raphael Salem: it contains most of his beautiful discoveries acd the proof of his conjecture about the role played by Pisot numbers in the problem of spectral synthesis."
Best, jj