01460nam a2200169Ia 450000500170000000800410001702000130005808200130007110000210008424500370010526000090014230000180015150509960016994200080116599900170117395201000119020241211205631.0241211s1980    xx            000 0 und d  afcnm1410  a516I/O83  aOsserman, Robert 0aGeometry Of The Laplace Operator  c1980  a319 páginas  a1. Riesz means on riemannian manifolds 2. some geometric aspects of wave motion wavwfront dislocations difraction catastrophes diffractals 3. On cheeger´s inequality  4. Lowest eigenvalue inequalities 5. On the hodge theory of Riemannian manifolds 6. Liouville theorem for harmonic maps 7. Some inverse spectral results for negatively curved n-manifolds 8. On the spectrum of the Laplace operator on compact riemann surfaces 9. Schubert of eigenvalues of a compact Riemannian manifold 10. The number of bound states of one body schroedinger operators and the weyl problem 11. Geometry in the scattering phase 12. Weyl´s conjecture for manifolds with concave boundary 13. Extrinsic estimates for 14. Geometric bounds on the low eigenvalues of a compact surface 15. Combinatorial hodge theory and signature theorem 16. spectral distribution of Laplacians and Kato´s inequality 17. Nonlinear stabilization of quasi-modes 18. Asymptotics of compressions to spectral subspaces of the Laplacian  yLIB  c50633d50633  00104070aBE-FCNMbBE-FCNMcTPd2018-02-19eDonacionfBuenoo516I/O83pFCNM2453yLIBzInterno