By use of the threshold expansion we develop an algorithm for analytical ev
aluation, within dimensional regularization, of arbitrary terms in the expa
nsion of the (two-loop) sunset diagram with general masses mi, mt and m(3)
near its threshold, i.e. in any given order in the difference between the e
xternal momentum squared and its threshold value, (m(1) + m(2) + m(3))(2).
In particular, this algorithm includes an explicit recurrence procedure to
analytically calculate sunset diagrams with arbitrary integer powers of pro
pagators at the threshold. (C) 1999 Published by Elsevier Science B.V, All
rights reserved.