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Recent Progress in Fourier Analysis: Seminar Proceedings
Posted on 2010-03-16
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More The aim of this paper is to construct a functional calculus over an algebra of functions defined on a compact manifold without boundary. LP-bounded pseudo-differential operators acting on The operators we consider here depend on amplitudes or symbols with a finite number of derivatives, without any hypothesis of homo-geneity. The manifolds where the operators act are also of class CM for a suitable M. In this way is it possible to control the number of derivatives of f that we need in order to give meaning to f(A), when A is a self-adjoint operator in that algebra. My Links
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