Multivariable Spectral Multipliers and Analysis of Quasielliptic Operators on Fractals
Date
2009
Authors
Sikora, Adam
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Indiana University Press
Abstract
We study multivariable spectral multipliers F (11,12) acting on the Cartesian product of ambient spaces of two self-adjoint operators L\ and I2. We prove that if F satisfies Hdrmander type differentiability condition then the operator F(L],£2) is of Cald
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Keywords: 2000 mathematics subject classification: 42b15 (43a85,28a80); Analysis on fractals; Spectral multipliers
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Indiana University Mathematics Journal
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Journal article
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Restricted until
2037-12-31
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