Menshov representation spectra

[1] Arutyunyan F. G.(1985)Representation of measurable functions of several variables by multiple trigonometric series Math. Sb. 126 267-285

[2] Gaposhkin V. F.(1970)The central limit theorem for some weakly dependent sequences Theory Probab. Appl. 15 649-666

[3] Kahane J. P.(1971)Sur le comportement radial des fonctions analytiques C. R. Acad. Sci. Paris, Series I 272 718-719

[4] Katznelson Y.(1976)A certain complete orthonormal system Mat. Sb. 99 356-365

[5] Kashin B. S.(1980)Sommes exponentielles Asterisque 79 1-209

[6] Katz N.(1988)On the limits of indeterminacy of trigonometric series Mat. Zametki 44 770-783

[7] Konyagin S. V.(1996)On the representation of functions by trigonometric series Ann. Fac. Sci. Toulouse Math. 6 77-119

[8] Körner T. W.(1999)Representation of non-periodic functions by trigonometric series with almost integer frequencies C. R. Acad. Sci. Paris, Serie I 329 275-280

[9] Kozma G.(2000)An “analytic» version of Menshov's, representation theorem C. R. Acad. Sci. Paris, Serie, I 331 219-222

[10] Olevskiî A.(1941)Sur la representation des fonctions mesurables par de séries trigonometriques Mat. Sb. 9 667-692

[1] Arutyunyan F. G.(1985)Representation of measurable functions of several variables by multiple trigonometric series Math. Sb. 126 267-285

[2] Gaposhkin V. F.(1970)The central limit theorem for some weakly dependent sequences Theory Probab. Appl. 15 649-666

[3] Kahane J. P.(1971)Sur le comportement radial des fonctions analytiques C. R. Acad. Sci. Paris, Series I 272 718-719

[4] Katznelson Y.(1976)A certain complete orthonormal system Mat. Sb. 99 356-365

[5] Kashin B. S.(1980)Sommes exponentielles Asterisque 79 1-209

[6] Katz N.(1988)On the limits of indeterminacy of trigonometric series Mat. Zametki 44 770-783

[7] Konyagin S. V.(1996)On the representation of functions by trigonometric series Ann. Fac. Sci. Toulouse Math. 6 77-119

[8] Körner T. W.(1999)Representation of non-periodic functions by trigonometric series with almost integer frequencies C. R. Acad. Sci. Paris, Serie I 329 275-280

[9] Kozma G.(2000)An “analytic» version of Menshov's, representation theorem C. R. Acad. Sci. Paris, Serie, I 331 219-222

[10] Olevskiî A.(1941)Sur la representation des fonctions mesurables par de séries trigonometriques Mat. Sb. 9 667-692