Introduction; Basic Geometry Of Vector Fields; Function Spaces; Homogeneous Groups In Rn; Hypoellipticity Of Sublaplacians; Hypoellipticity Of Hörmander Operators; Fundamental Solutions; Real Analysis In Locally Doubling Spaces; Sobolev And Hörmander Estimates On Groups; More Geometry Of Vector Fields; Lifting And Approximation; Sobolev And Hörmander Estimates; Nonvariational Hörmander Operators; Appendix: Short Summary Of Distribution Theory; Bibliography
Hörmander Operators
M. Bramanti;
2022-01-01
Abstract
Introduction; Basic Geometry Of Vector Fields; Function Spaces; Homogeneous Groups In Rn; Hypoellipticity Of Sublaplacians; Hypoellipticity Of Hörmander Operators; Fundamental Solutions; Real Analysis In Locally Doubling Spaces; Sobolev And Hörmander Estimates On Groups; More Geometry Of Vector Fields; Lifting And Approximation; Sobolev And Hörmander Estimates; Nonvariational Hörmander Operators; Appendix: Short Summary Of Distribution Theory; BibliographyFile in questo prodotto:
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Marco Bramanti, Luca Brandolini - Hörmander Operators-World Scientific (2022).pdf
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