We present an overview of the main problem-independent sequential and
parallel amelioration techniques of the Stimulated Annealing algorithm
. We begin by briefly exposing the theoretical framework encompassing
the standard markovian model, the notion of cycle and the optimal temp
erature schedules Theory of cycles yields explicit relationships betwe
en the geometry Of the energy landscape and the expected behavior of t
ile algorithm. It lends to the design of efficient temperature schedul
es, as well as to improvements of the algorithm behavior by distorting
the cost function. Next, we present a survey of parallelization techn
iques, focussing on problem-independent synchronous strategies. They p
rovide flexible and general tools, allowing operational research pract
itioners to rake advantage of the computational power of parallel arch
itectures. We conclude with an application. It concerns the search for
Hamiltonian paths in cubic graphs. It brings to the fore the efficien
cy of the cost function distortions technique, when used in combinatio
n with Parallel Simulated Annealing. (C) Elsevier, Paris.