5. Elliptic operators
The various problems to which we will apply the preceding theory are presented in the following abstract form: given two Hilbert spaces V and H we assume given a compact application γ : V → H, a coercive sesquilinear form a on V and a continuous antilinear form q on V, we then seek to solve in V the following variational problem
[AF 190]
,
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Elliptic operators
Bibliography
References
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(1) - BREZIS (H.) -
Analyse fonctionnelle
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Masson (1983).
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(2) - ARVESON (W.) -
A Short Course on Spectral Theory
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Springer-Verlag (2002).
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