Extended Discrete Kp Hierarhy and Its Reductions from Geometric Viewpoint *

  • ANDREI K. SVININ
  • Published 2002

Abstract

We interpret recently suggested extended discrete KP (Toda lattice) hierarchy [1] from a geometrical point of view. We show that the latter corresponds to union of invariant submanifolds S 0 of the system which is a chain of infinitely many copies of Darboux-KP hierarchy [2], while the intersections S 0 ∩ S ln−r l−1 yields a number of reductions to l-field… (More)

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Cite this paper

@inproceedings{SVININ2002ExtendedDK, title={Extended Discrete Kp Hierarhy and Its Reductions from Geometric Viewpoint *}, author={ANDREI K. SVININ}, year={2002} }