A class of simulated annealing algorithms for continuous global optimizatio
n is considered in this paper. The global convergence property is analyzed
with respect to the objective value sequence and the minimum objective valu
e sequence induced by simulated annealing algorithms. The convergence analy
sis provides the appropriate conditions on both the generation probability
density function and the temperature updating function. Different forms of
temperature updating functions are obtained with respect to different kinds
of generation probability density functions, leading to different types of
simulated annealing algorithms which all guarantee the convergence to the
global optimum.