By Franco Brezzi (auth.), Franco Brezzi, Piero Colli Franzone, Ugo Gianazza, Gianni Gilardi (eds.)
This quantity is a range of contributions provided by way of associates, collaborators, earlier scholars in reminiscence of Enrico Magenes. the 1st half provides a large old standpoint of Magenes' paintings in his 50-year mathematical profession; the second one half includes unique examine papers, and indicates how principles, equipment, and strategies brought via Magenes and his collaborators nonetheless affect the present study in Mathematics.
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Additional resources for Analysis and Numerics of Partial Differential Equations
Oblique dipole layer potential for the direct and inverse problems of electrocardiology. Math. Biosci. 68, 23–55 (1984) 5. : Finite element approximation of regularized solution of the inverse potential problem of electrocardiography and applications to experimental data. Calcolo XXII(I), 91–186 (1985) 6. V. : The canine heart as an electrocardiographic generator: dependence on cardiac cell orientation. Circ. Res. 41, 58–67 (1977) 7. : On the inverse problem of electrocardiology. S. ) Current Problems of Numerical and Applied Mathematics.
2 Magenes and the Teaching of Mathematics: A Constant Commitment From Genoa, where he was full professor of Mathematical Analysis, Magenes arrived in Pavia in 1959, where he had been called as full professor of Complementary Mathematics: in two years this discipline would become a characteristic subject of the course of studies in Mathematics Education. Since he was a novice in the field, in order to define the contents of the two courses he was going to teach, Complementary Mathematics I and II, Magenes followed the examples of well-known experts.
Calcolo 22, 351–381 (1985) 85. : Optimal error estimates for an approximation of degenerate parabolic problems. Numer. Funct. Anal. Optim. 9, 657–670 (1987) 86. : Numerical methods for phase transition problems. Boll. Unione Mat. Ital. Suppl. 8, 83–108 (1998) 87. : Error estimates for a semi-explicit numerical scheme for Stefan-type problems. Numer. Math. 52, 165–185 (1988) 88. : Sur le problème de Stefan avec flux non linéaire. Boll. Unione Mat. , C Anal. Funz. Appl. 18, 63–86 (1981) 89. : General free boundary evolutions problems in several space dimension.