Birs- 16w5083: Dirichlet-to-Neumann Maps: Spectral Theory, Inverse Problems and Applications

  1. Title:
    The Steklov spectrum: some recent results

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  2. Title:
    Steklov eigenvalues under conformal deformations

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    The Steklov spectrum of surfaces

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    Dirichlet-to-Neumann maps, a generalized index of unbounded meromorphic operator-valued functions, and some applications

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    Numerical approximation of Stekhlov eigenvalues via integral equation strategies

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  6. Title:
    The Dirichlet to Neumann map and scattering matrices for surfaces with hyperbolic cusps

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  7. Title:
    Steklov eigenvalues in geometry and analysis

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    Structure of the zero sets of random waves on a manifold

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  9. Title:
    On increasing stability for attenuation and conductivity coefficients from all boundary measurements

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  10. Title:
    The anisotropic Calderón problem

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  11. Title:
    Non-uniqueness results for the anisotropic Calderon problem with data measured on disjoint sets

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  12. Title:
    On the inverse problem for the DN map on Lorentzian manifolds

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  13. Title:
    The Dirchlet-to-Neumann map and Inverse Prolems

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  14. Title:
    Nodal length of Steklov eigenfunctions on real-analytic Riemannian surfaces

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  15. Title:
    EIT: anisotropy within reach via curved interfaces

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  16. Title:
    Evanescence, Translation, and Uncertainty Principles in the Inverse Source Problem

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  17. Title:
    Regularisation and discretisation for the inverse conductivity problem

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  18. Title:
    Geometric Whitney problem: Reconstruction of a manifold from a point cloud

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  19. Title:
    An inverse problem in electromagnetism with partial data

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  20. Title:
    Partial data lens rigidity problem for magnetic systems

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