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In this paper, we transform an unconstrained system of nonlinear equations into a special optimization problem. A new filled function is constructed by employing the special properties of the… Continue Reading
The filled function method is an efficient approach for finding global minimizers of multi-dimensional and nonlinear functions in the absence of any restrictions. In this paper, we give a new… Continue Reading
A graph G is said to be an (l,d)-graph (with respect to edges) if d(G-E)@?d,@[email protected]?E(G) such that |E|@?l-1. The l-diameter-stable graphs are (l,d)-graphs with diameter d. In this paper… Continue Reading
The concepts of robustness of sets and functions were proposed for the theory of integral global optimization which ensure that a robust minimizer can be approximated by a sequence of points at which… Continue Reading