![Lions, Jacques Louis / Enrico Magenes. Non-Homogeneous Boundary Value Problems and Applications - Volume III. Springer Berlin Heidelberg, 2011.](https://eichendorff21.de/cdata/5d9bB6qsRtr5OP4facRuC8JtMb8=/300x0/9783642653957.png)
Jacques Louis Lions / Enrico Magenes
Non-Homogeneous Boundary Value Problems and Applications
- Springer Berlin Heidelberg
- 2011
- Taschenbuch
- 328 Seiten
- ISBN 9783642653957
1. Our essential objective is the study of the linear, non-homogeneous problems: (1) Pu = I in CD, an open set in RN, (2) fQjtl = gj on am (boundary of m), lor on a subset of the boundm"J am 1 < f < v, where Pis a linear differential operator in m and where the Q/s are linear differential operators on am. In Volumes 1 and 2, we studied, for particular c1asses of systems {P, Qj}, problem (1), (2) in c1asses of Sobolev spaces (in general constructed starting from P) of positive integer or (by interpolation) non-integer order; then, by transposition, in c1asses of Sobolev
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