Below is the ascii version of the abstract for 96-465. The html version should be ready soon.

Neidhardt H., Zagrebnov V.A.
On the right Hamiltonian for singular perturbations: general theory.
(70K, LateX)

ABSTRACT.  We show that,using the notion of the maximal(with respect to perturbation)
Friedrichs extension of unperturbed operator, one can classify the problem 
of construction of the ``right Hamiltonian''as well-posed or ill-posed in
dependence on the intersection of the quadratic form domain of perturbation
and deficiency subspace corresponding to restriction of unperturbed operator
to stability domain.