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Realizations of the Euclidean Algebra within the Class of Complex Lie Vector FieldsMaxim Lutfullin
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[ 35 ], in which he proved his celebrated hypoellipticity theorem asserting that if smooth vector fields \(y_0, y_1,\ldots ,y_m\) in \({\mathbb {r}}^{n+1}\) verify the finite rank condition on the lie algebra, then the operator \(\sum _{i=1}^m y_i^2 + y_0\) is ...
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