Equivalence of conformal superalgebras to Hamiltonian superoperators
arXiv:math/9911178
Abstract
In this paper, we present a formal variational calculus of super functions in one real variable and find the conditions for a "matrix differential operator" to be a Hamiltonian superoperator. Moreover, we prove that conformal superalgebras are equivalent to certain Hamiltonian superoperators.
Latex,32pages; To appear in Algebra Colloquium