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Titlebook: Symposium “Analysis on Manifolds with Singularities”, Breitenbrunn 1990; Bert-Wolfgang Schulze,Hans Triebel Conference proceedings 1992 Sp

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Reflection of Branching Asymptotics for Hyperbolic Problems,We consider first order systems of strictly hyberbolic equations in . with initial and boundary conditions as well as first order pseudodifferential equations obtained by reducing strictly hyperbolic equations of higher order.
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Spectral properties of the operator pencils, associated with elliptic boundary problems in a cone, boundary value problems polynomially depending on a spectral parameter, in regions of the unit sphere. If the positions of these eigenvalues are known, then one can draw conclusions about singularities, continuity, or smoothness of the solutions. Therefore this information is of interest for applications.
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,Singularities of Non-Rotationally Symmetric Solutions of Boundary Value Problems for the Lamé Equat general theory [5, 9] that the solutions consist of singular terms of the form . . (1n .). .(α, ϕ, .) (. is the distance to the vertex of the cone, ϕ and θ are the spherical angles) and a more regular term.
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