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Global hypoellipticity of $G$-invariant operators on homogeneous vector bundles

Duván Cardona, André Pedroso Kowacs

Abstract

We establish necessary and sufficient conditions for the global hypoellipticity of $G$-invariant operators on homogeneous vector bundles. These criteria are established in terms of the corresponding matrix-valued symbols as developed by Ruzhansky and Turunen and extended in [7] to homogeneous vector-bundles.

Global hypoellipticity of $G$-invariant operators on homogeneous vector bundles

Abstract

We establish necessary and sufficient conditions for the global hypoellipticity of -invariant operators on homogeneous vector bundles. These criteria are established in terms of the corresponding matrix-valued symbols as developed by Ruzhansky and Turunen and extended in [7] to homogeneous vector-bundles.
Paper Structure (3 equations)

This paper contains 3 equations.