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  • 1 19-4 Nishinobo Daiwa-Cho, Okazaki-City Aichi 444-0931, Japan 19-4 Nishinobo Daiwa-Cho, Okazaki-City Aichi 444-0931, Japan
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Summary  

A. Beurling introduced the concept of spectral sets of unbounded functions to study the possibility of the approximation of those by trigonometric polynomials. We consider spectral sets of unbounded functions in a certain class which contains the square of the Riemann zeta-function as a typical example.

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