On the Spectrum of Non-Compact Manifolds with Finite Volume.
Robert Brooks (1984)
Mathematische Zeitschrift
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Displaying similar documents to “A Relation Between Growth and the Spectrum of the Laplacian.”
On the Spectrum of Non-Compact Manifolds with Finite Volume.
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On the spectrum of Robin Laplacian in a planar waveguide
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We consider the Laplace operator in a planar waveguide, i.e. an infinite two-dimensional straight strip of constant width, with Robin boundary conditions. We study the essential spectrum of the corresponding Laplacian when the boundary coupling function has a limit at infinity. Furthermore, we derive sufficient conditions for the existence of discrete spectrum.
Asymptotic Behavior of Solutions of - ...v + qv = ...v and the Distance of ...to the Essential Spectrum.
Andreas M. Hinz (1987)
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The joint approximate spectrum of a finite system of elements of a C*-algebra
GH. Mocanu (1974)
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