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In this paper, we denote by A a Weil algebra, M a smooth manifold and M^{A}the associated Weil bundle and we study the properties of differentialoperators on M^{A} and construct the canonical 1-form when M^{A} is providedwith a structure of Lie-Rinehart algebra.

Canonical 1-form associated with a Lie-Rinehart structures on weil bundles