Compares two methods (Alienor and Twone) for solving numerically globa
l optimization problems involving continuous functions defined on boun
ded and connected subsets of R-2. The Alienor method is about 12 years
old, whereas Twone's is only 12 months old. Considers that Twone is t
he generalization of the Alienor method. These methods are determinist
ic and use a reducing transformation allowing expression of two variab
les as a function of one variable.