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Symmetries of partial differential equations

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Abstract

We establish a link between the study of completely integrablesystems of partial differential equations and the study of genericsubmanifolds in C^n. Using the recent developments ofCauchy-Riemann geometry we provide the set of symmetries of such asystem with a Lie group structure. Finally we determine theprecise upper bound of the dimension of this Lie group for somespecific systems of partial differential equations.

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