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Journal of Lie Theory 14 (2004), No. 1, 001--010
Copyright Heldermann Verlag 2004 
Weil Representations of SL*(2, A) for a Locally Profinite Ring A with
Involution
Roberto Johnson, José Pantoja
Universidad Catolica de Valparaiso, Chile,
rjohnson@ucv.cl,
jpantoja@ucv.cl 
We construct, via a complex G-bundle space, a Weil representation for the group
G = SL*(2, A), where (A, *) is a locally profinite ring with involution.
The construction is obtained using maximal isotropic lattices and Heisenberg groups.
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