id: 05371384
dt: j
an: 05371384
au: Yu, Hong; Shi, Baisheng; Wu, Donghua
ti: Variable measure algorithm of an integral-level set method for solving the
    constrained problem.
so: J. Syst. Sci. Math. Sci. 28, No. 2, 232-242 (2008).
py: 2008
pu: Science Press, Beijing
la: ZH
cc: 
ut: integral-level set; variable measure; constrained problem; convergence
ci: 
li: 
ab: Summary: A variable measure algorithm for global optimization problem with
    constraints is proposed. Taking different measure in different sub-box
    and choosing a good point set of uniform with the deterministic number
    theory instead of Monte-Carlo method, the level value can be reduced
    enough to reach the global optimization and improve the efficiency of
    the algorithm. Then the global convergence of this algorithm is proven,
    and the simulation examples show the validity of the algorithm.
rv: