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Un tipo di approssimazione dell’operatore \(\sum_{i,j=1}^{n} D_ i\left(a_{ij}(x) D_ j\right)\) con operatori \(\sum_{j=1}^{n} D_ j \left( \beta(x) D_ j\right)\). (Italian) Zbl 0187.35305


References:

[1] J.L. Lions - E. Magenes , Problème aux limites non homogènes et applications , Vol. 1 . Dunod ( Paris ) ( 1968 ). MR 247243 | Zbl 0165.10801 · Zbl 0165.10801
[2] S. Spagnolo , Sul limite delle soluzioni di problemi di Cauchy relativi all’equazione del calore , Ann. Sc. Norm. Snp. Pisa , Vol. 21 , Fasc. 4 , ( 1967 ) 657 - 699 . Numdam | MR 225015 | Zbl 0153.42103 · Zbl 0153.42103
[3] S. Spagnolo , Sulla convergenza di soluzioni di equazioni paraboliche ed ellittiche , Ann. Sc. Norm. Snp. Pisa , Vol 22 , Fasc. 4 , ( 1968 ) 571 - 597 . Numdam | MR 240443 | Zbl 0174.42101 · Zbl 0174.42101
[4] G. Stampacchia , Équations elliptiques du second ordre à coefficients discontinus , Université de Montréal, Sem. de Math. Sup . ( 1965 ). MR 251373 | Zbl 0151.15501 · Zbl 0151.15501
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