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A Quaternionic Structure as a Landmark for Symplectic Maps

Published 29 Oct 2019 in math.SG, math-ph, and math.MP | (1910.13031v3)

Abstract: We use a quaternionic structure on the product of two symplectic manifolds for relating Liouvillian forms with linear symplectic maps obtained by the symplectic Cayley's transformation.

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