Conformally covariant bi-differential operators on a simple real Jordan algebraReport as inadecuate




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Abstract : For a simple real Jordan algebra V, a family of bi-differential operators from $C ∞ V × V$ to $C ∞ V$ is constructed. These operators are covariant under the rational action of the conformal group of $V$. They generalize the classical Rankin-Cohen brackets case $V = R$.

Keywords : Rankin-Cohen brackets covariant bi-differential operators degenerate principal series local Zeta functions simple real Jordan algebra





Author: Salem Ben Said - Jean-Louis Clerc - Khalid Koufany -

Source: https://hal.archives-ouvertes.fr/



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