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References in periodicals archive ?
For the best fit (between the heuristics and the algorithm) we apply the same logics to calculate a lower bound for the duration as we use in the branch and bound algorithm itself (see Section 3.2), but relax the field of POIs.
A branch and bound algorithm is a method to solve the optimization problems that is based on three key factors: branching, bounding and elimination.
In the next section, the related literature is reviewed; in Section 3 the RCPSP-TWRTPC problem and in Section 4 the branch and bound algorithm to solve the problem are described in detail.
In Section 3, the details of the branch and bound algorithm are illustrated, which contains the expression of a solution, the initialization method, and three pruning strategies.
Kim, "A new branch and bound algorithm for minimizing mean tardiness in two-machine flowshops," Computers and Operations Research, vol.
Rebai, "Two branch and bound algorithms for the permutation flow shop problem," European Journal of Operational Research, vol.
For the interval branch and bound algorithms, the adjustment can be made to the following aspects for better solutions:
1993, while Armentano and Ronconi 1999 propose a tabu search heuristic, which they compare with the NEH heuristic and the optimal branch and bound algorithm of Kim 1995.
Convergence of such a branch and bound algorithm for maximizing a Lipschitz functions over n-simplices by using bisection at the midpoint of one of the longest edges and the upper bounds [MATHEMATICAL EXPRESSION NOT REPRODUCIBLE IN ASCII.] follows from exhaustiveness of the subdivision and continuity of the function f(x) (Horst et al.
In order to compute the optimal feasible circulation plan, we design a branch and bound algorithm which could improve the structure of the DCM1-T to make it subject to the maintenance constraints and increase the total cost of the DCM1-T as little as possible.