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On the Riesz means of the solutions of the Schrödinger equation. (English) Zbl 0201.14901

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References:
[1] I.M. Gelfand and G.E. Schilow , Verallgemeinerte Funktionen (Distributionen) I , VEB Deutscher Verlag der Wissenschaften , Berlin 1960 . MR 115086 | Zbl 0122.11401 · Zbl 0122.11401
[2] L. Hörmander , Estimates for translation invariant operators in Lp- spaces , Acta Math. 104 ( 1960 ), 93 - 140 . MR 121655 | Zbl 0093.11402 · Zbl 0093.11402 · doi:10.1007/BF02547187
[3] E. Lanconelli , Valutazioni in Lp (Rn) della soluzione del problema di Cauchy per l’equazione di Sohrödinger , Boll. Un. Mat. Ital ( 1968 ), 591 - 607 , MR 234133 | Zbl 0167.10401 · Zbl 0167.10401
[4] W. Littman , C. M and N. Riviere , The non-existence of Lp-estimates for certain translation-invariant operators , Studie Math . 30 . ( 1968 ), 219 - 229 . MR 231127 | Zbl 0162.18401 · Zbl 0162.18401 · eudml:217278
[5] J. Löfström , Besov spaces in the theory of approximation , Ann. Mat. Pura Appl.. 85 ( 1970 ), 93 - 184 . MR 267332 | Zbl 0193.41401 · Zbl 0193.41401 · doi:10.1007/BF02413532
[6] J. Peetre , Applications de la théorie des espaces d’interpolation dans l’Analyse Harmonique , Ricerche Mat. 15 ( 1966 ), 3 - 36 . MR 221214 | Zbl 0154.15302 · Zbl 0154.15302
[7] J. Peetre , Sur la théorie des semi-groupes distributions, Collège de France, séminaires sur les equations aux dérivées partielles II , nov. 1963 -mai 1964 , 76 - 99 . Numdam | MR 512913 · numdam:SJL_1963-1964___2_76_0
[8] S. Wainger , Special trigonometric series in k-dimensions , Mem. Amer. Math. Soc 59 ( 1965 ). MR 182838 | Zbl 0136.36601 · Zbl 0136.36601
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