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Theoremes d’unicite. (English) Zbl 0034.36801


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[1] 1. S. BERNSTEIN , Leçons sur les propriétés extrémales et la meilleure approximation , Paris, Gauthier-Villars, 1926 . JFM 52.0256.02 · JFM 52.0256.02
[2] 2. R. P. BOAS , Density theorems for power series and complete sets (Transactions of the American Mathematical Society, t. 61, 1937 , p. 54). MR 8,372a | Zbl 0032.06103 · Zbl 0032.06103 · doi:10.2307/1990289
[3] 3. T. CARLEMAN , Sur les équations intégrales singulières à noyau réel et symétrique (Uppsala Universitets Arsskrift, 1923 ). JFM 49.0272.01 · JFM 49.0272.01
[4] 4. W. H. J. FUCHS , On a generalization of the Stieltjes moment problem (Bulletin of the American Mathematical. Society, t. 25, 1946 , p. 1057). Article | Zbl 0063.01478 · Zbl 0063.01478 · doi:10.1090/S0002-9904-1946-08710-8
[5] 5. S. IZUMI et T. KAWATA , Quasi-analytic class and closure of {tn} in the interval (-\infty , \infty ) . (The Tóhoku Mathematical Journal, t. 43, 2e partie, 1937 , p. 267). Zbl 0017.31203 | JFM 63.0197.03 · Zbl 0017.31203
[6] 6. S. MANDELBROJT , Sur une inégalité fondamentale (Annales de l’École Normale Supérieure, t. 63, 1946 , p. 351). Numdam | Zbl 0060.21004 · Zbl 0060.21004
[7] 7. S. MANDELBROJT , Séries de Fourier et classes quasi analytiques de fonctions . Gauthier-Villars, Paris, 1935 . Zbl 0013.11006 | JFM 61.1117.05 · Zbl 0013.11006
[8] 8. S. MANDELBROJT et G. R. MAC-LANE , On fonctions holomorphic in a strip region, and an extension of Watson’s problem (Transactions of the American Mathematical Society, t. 61, 1947 , p. 454). MR 8,508k | Zbl 0032.06702 · Zbl 0032.06702 · doi:10.2307/1990383
[9] 9. R. E. A. C. PALEY et N. WIENER , Fourier transforms in the complex domain . (Colloquium Publications, t. 19, American Mathematical Society, 1934 ). MR 98a:01023 | Zbl 0011.01601 | JFM 60.0345.02 · Zbl 0011.01601
[10] 10. J. A. SHOHAT et J. D. TAMARKIN , The problem of moments (Mathematical Surveys, n^\circ 1, American Mathematical Society, 1943 ). MR 5,5c | Zbl 0063.06973 · Zbl 0063.06973
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