The Supercomplexifications And Odd Bihamiltonians Structures
Ziemowit Popowicz
Abstract
The general method of the cojmplex supersymmetrization (supercomplexifications) of the soliton equations with the odd (bi) hamiltoninan structure is established. New version of the supercomplexified Kadomtsev-Petvishvili hierarchy is given. The second odd Hamiltonina operator of the SUSY KdV equation generates the odd N=2 SUSY Virasoro like algebra.
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