  Fourier-Wiener transform of the formal expression for multiple
self-intersection local time is described in terms of the integral, which is
divergent on the diagonals. The method of regularization we use in this work
related to regularization of functions with non-integrable singularities. The
strong local nondeterminism property, which is more restrictive than the
property of local nondeterminism introduced by S.Berman is considered. Its
geometrical meaning in the construction of the regularization is investigated.
As the example the problem of regularization is solved for the compact
perturbation of the planar Wiener process.
