Lp Microlocal Properties for Vector Weighted Pseudodifferential Operators with Smooth Symbols
The authors introduce a class of pseudodifferential operators, whose symbols satisfy completely inhomogeneous estimates at infinity for the derivatives.
Continuity properties in suitable weighted Sobolev spaces of L p type are L p given and microlocal properties studied.
KeywordsPseudodifferential operators weight vector weighted Sobolev spaces microlocal properties
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