We present a finite-size scaling approach for the calculations of the
critical parameters of the few-body Schrodinger equation. This approac
h gives very accurate results for the critical parameters by using a s
ystematic expansion in a finite basis set. To illustrate this approach
we added detailed calculations for the critical screening length and
the critical exponents for the Yukawa potential. [S1050-2947(98)50103-
5].