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QUATERNIONIC INTEGRABILITY
Abstract:Standard (Arnold–Liouville) integrable systems are intimately related to complex rotations. One can define a generalization of these, sharing many of their properties, where complex rotations are replaced by quaternionic ones, and more generally by the action of a Clifford group. Such a generalization is not limited to integrable systems but — in the quaternionic case — goes over to a generalization of standard Hamilton dynamics.
Keywords:Integrable systems  quaternionic structures  hyperkahler structures  Clifford algebras  Pauli equation
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