On an evolution equation in Banach spaces

 Access to full text

 Full (PDF)

1. [1] V. Barbu, Continuous perturbations of non linear m-accretive operators in Banach spaces, Boll. U.M.I., 6 (1972), 270-278. Zbl0256.47053MR326514
2. [2] G. Da Prato, Somme d'applications non linéaires, SimposiaMathematica, 7 (1971), 233-268. Zbl0234.47048MR333862
3. [3] G. Da Prato, Seminari di analisi non lineare, 1972-73. 
4. [4] E. Hille - R. S. PHILLIPS, Functional analysis and semigroups, colloq. Publ. Amer. Math. Soc., 1957. Zbl0078.10004MR89373
5. [5] M. Iannelli, On the Green function for abstract evolution equations, Boll. U.M.I., 6 (1972). Zbl0261.34038MR320813
6. [6] J.L. Lions - E. Magenes, Problèmes aux limites non homogenes et applications, Dunod (1968). Zbl0165.10801
7. [7] T. Kato, Semigroups and temporally inhomogeneous evolution equations, C.I.M.E. Equazioni differenziali astratte, 1953. 
8. [8] T. Kato, Abstract evolution equations of parabolic type in Banach and Hilbert spaces, Nagoya Math. J., 19 (1961), 93-125. Zbl0114.06102MR143065
9. [9] T. Kato, Non linear semigroups and evolution equations, J. Math. Soc. Japan, 19 (1967), 508-520. Zbl0163.38303MR226230
10. [10] T. Kato, Linear evolution equations of « hyperbolic » type, J. Fac. Sc. Tokyo, 17 (1970), 241-258. Zbl0222.47011MR279626
11. [11] H. Tanabe, A class of the equations of evolution in a Banach space, Osaka Math. J., 11 (1959), 121-145. Zbl0098.31201MR114137
12. [12] R. Villella Bressan, Equazioni di evoluzione con condizioni ai limiti non lineari, Rend. di Mat. dell'Univ. di Roma, 4 (1972). Zbl0259.47052MR338862