Eigenfunktionen des Laplacian auf Riemannscher Mannigfaltigkeit, Taschenbuch von Zeldit...
95,30 €
Considerable space is devoted to analytic continuation of eigenfunctions of Laplacians of real analytic Riemannian manifolds to the complexification of the manifold. The rationale for analytic continuation is that the nodal sets are better behaved and easier to study in the complex domain than the real domain.
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