By Franco Brezzi (auth.), Franco Brezzi, Piero Colli Franzone, Ugo Gianazza, Gianni Gilardi (eds.)
This quantity is a variety of contributions provided via associates, collaborators, earlier scholars in reminiscence of Enrico Magenes. the 1st half supplies a large old point of view of Magenes' paintings in his 50-year mathematical profession; the second one half comprises unique study papers, and indicates how rules, equipment, and methods brought via Magenes and his collaborators nonetheless have an effect on the present study in Mathematics.
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Luigi Donato, Director of the CNR Institute of Clinical Physiology in Pisa. Once more, Enrico Magenes was appointed member of the Scientific Board of this project. e. Cardiac Body Surface Maps. During this project, the inverse problem in term of epicardial potential was carried out by applying the inverse procedure to new experimental data on animals collected by Prof. Bruno Taccardi at the University of Parma, see Fig. 4 and subsequently also to human body surface maps related both to normal subjects and to subjects with the Wolff-Parkinson-White syndrome, see Figs.
Nauch. Dokl. Vyss. Shkoly 1, 60–62 (1958) 31. Kenmochi, N. ): Free Boundary Problems: Theory and Applications, I–II. Gakuto Int. Ser. Math. Sci. , vol. 14. Gakkötosho, Tokyo (2000) 32. : Regularity in free boundary problems. Ann. Sc. Norm. Super. Pisa, Cl. Sci. (4) 4, 373–391 (1977) 33. Magenes, E. ): Free Boundary Problems. Istituto Nazionale di Alta Matematica, Roma (1980) 34. : Problemi di Stefan bifase in più variabili spaziali. Matematiche XXXVI, 65–108 (1981) 35. : Remarques sur l’approximation des problèmes paraboliques non linéaires.
7, 61–71 (1987) 20. : General free boundary problems for the heat equation, I. J. Math. Anal. Appl. 57, 694–723 (1977) 21. : General free boundary problems for the heat equation, II. J. Math. Anal. Appl. 58, 202–231 (1977) 22. : General free boundary problems for the heat equation, III. J. Math. Anal. Appl. 59, 1–14 (1977). 23. , Primicerio, M. ): Free Boundary Problems: Theory and Applications, I–II. Res. , vol. 78–79. Pitman, London (1983) 24. : A model problem for heat conduction with a free boundary in a concentrated capacity.