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Baiocchi, C.

Sul problema misto per l’equazione parabolica del tipo del calore. (Italian) Zbl 0145.14202

Rend. Sem. Mat. Univ. Padova 36, 80-121 (1966).
Page: −5 −4 −3 −2 −1 ±0 +1 +2 +3 +4 +5 Show Scanned Page
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Cited in 8 Documents

Keywords:

partial differential equations
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References:

[1] Baiocchi C. : Regolarità e unicità... . In corso di stampa sui Rend., Padova .
[2] Baiocchi C. : Sui problemi ai limiti... . Boll. U.M.I. vol. 19 , pp. 407 - 422 . MR 176232 | Zbl 0145.14201 · Zbl 0145.14201
[3] Fichera G. : Analisi esistenziale .... Ann. Sc. Norm. Sup. Pisa , 1 ( 1947 ), pp. 75 - 100 . Numdam | MR 35370 | Zbl 0035.18603 · Zbl 0035.18603
[4] Gagliardo E. : Problema al contorno... . Ric. di Matematica , 5 ( 1956 ) pp. 169 - 205 . MR 83662 | Zbl 0071.31702 · Zbl 0071.31702
[5] Hormander L. : Definition of maxmal.... Alk . Math. , 3 ( 1958 ), pp. 501 - 504 . MR 106333
[6] Lions J.L. : Espaces intermédiairès... . Bull. Math. R.P.R. , Bucarest , 2 ( 1958 ), pp. 410 - 432 . MR 151829 | Zbl 0097.09501 · Zbl 0097.09501
[7] Lions J.L. : Equations différentielles opérationnelles . Grundleheren der Math. Wiss. B . 111 . · Zbl 0098.31101
[8] Lions J.L. : Equations différentielles... . Corso CIME 1963 . Cremonese Roma .
[9] Lions J.L. , Magenes E. : Problèmes aux limites non homogènes (II) . Ann. Inst. Fourier 13 ( 1961 ), pp. 137 - 178 . Numdam | MR 146525 | Zbl 0101.07901 · Zbl 0101.07901 · doi:10.5802/aif.111
[10] Lions J.L. , Magenes E. : Problèmes aux limites non homogènes (III) . Ann. Sc. Norm. Sup. Pisa , XV ( 1961 ), pp. 39 - 101 . Numdam | MR 146525 | Zbl 0101.07901 · Zbl 0101.07901 · doi:10.5802/aif.111
[11] Lions J.L. , Magenes E. : Problèmes aux limites non homogènes (V) . Ann. Sc. Norm. Sup. Pisa , XVI ( 1962 ), pp. 1 - 44 . Numdam | MR 161021 | Zbl 0115.31401 · Zbl 0115.31401
[12] Lions J.L. , Peetre J. : Sur une classe d’espaces d’interpolation . Pubblicazione I.H.E.S. n. 19 . Numdam | Zbl 0148.11403 · Zbl 0148.11403 · doi:10.1007/BF02684796
[13] Miranda C. : Equazioni alle derivate parziali di tipo ellittico . Ergebnisse der Mathematik N.F. hefte 2 . Zbl 0065.08503 · Zbl 0065.08503
[14] Magenes E. : Sull’equazione del calore. Teoremi di unicità.... I e II , Rendiconti Sem. Mat. Univ. Padova , 21 ( 1952 ), pp. 99 - 123 ; 136 - 170 . Numdam | Zbl 0047.33801 · Zbl 0047.33801
[15] Magenes E. , Stampacchia G. : I problemi al contorno ..... Ann. Sc. Norm. Sup. Pisa , 12 ( 1958 ), pp. 247 - 358 . Numdam | MR 123818 | Zbl 0082.09601 · Zbl 0082.09601
[16] Pagni M. : Sulle tracce di una certa classe di funzioni . Rend. Sem. Mat. e fis. Modena XI ( 1961 -62). MR 147910 | Zbl 0196.44405 · Zbl 0196.44405
[17] Pagni M. : Problemi al contorno... . Rend. Sem. Mat. fis. Modena , XIII ( 1964 ), pp. 119 - 164 . MR 178261 | Zbl 0125.33203 · Zbl 0125.33203
[18] Schzvartz L. : Théorie des distributions. I e II . Herman Paris 1950 -51.
[19] Schwartz L. : Théorie des distributions à valeurs vectorielles. I e II . Ann. Inst. Fourier , 7 ( 1958 ) e 8 ( 1958 ). Numdam | MR 107812 | Zbl 0089.09801 · Zbl 0089.09801 · doi:10.5802/aif.77
[20] Schwartz L. : Trasformate di Fourier.... . (parte I Corso CIME 1961 ) ed. Cremonese , Roma .
[21] Slobodetskij L.N. : Gli spazi di S. L. Sololev d’ordine frazionario.... (in russo) Doklady Akad. Nauk. , 118 , ( 1958 ), pp. 243 - 246 .
[22] Stampacchia G. : Problemi al contorno misti... . Annali Mat. p. e appl. 40 ( 1955 ), 177 - 193 . MR 89992 · Zbl 0065.33701
[23] Grisvard P. : Commutativité de deux foncteurs d’interpolation et applications . Thèse, Paris , 1965 .
[24] Kato T. , Tanabe H. : On the abstract evolutio equation . Osaka Math. J. 14 ( 1962 ), pp. 107 - 133 . MR 140954 | Zbl 0106.09302 · Zbl 0106.09302
[25] Lions J.L. Remarques sur les équations differentielles opération. nelles . Osaka Math. J. 15 ( 1963 ), pp. 131 - 142 . MR 150423 | Zbl 0121.10602 · Zbl 0121.10602
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