
handle: 10077/4417 , 2158/337150 , 11571/456247
Summary: We show that degenerate elliptic operators of Hörmander type realized in \(\mathbb{R}^n\) generate analytic semigroups in proper Sobolev spaces and we characterize some real interpolation spaces related to the original problem.
degenerate elliptic operators of Hörmander type, Groups and semigroups of linear operators, interpolation spaces, Analytic Semigroup, Square Hörmander operators, Degenerate elliptic equations
degenerate elliptic operators of Hörmander type, Groups and semigroups of linear operators, interpolation spaces, Analytic Semigroup, Square Hörmander operators, Degenerate elliptic equations
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