We recall the principles of two methods to estimate the variations on
the collision density between different configurations: the 'multiple
estimate method' and the 'Taylor expansion method'. With regard to the
second method, we provide the algorithms and the useful equations to
estimate an arbitrary order of the Taylor expansion for one and two va
riables. Several examples bring to light the advantages and drawbacks
of the 'multiple estimate method' and the 'Taylor expansion method'. (
C) 1998 Elsevier Science Ltd. All rights reserved.