The cone-subdifferential stability of efficicient point set of bilevel multiobjective optimization with perturbational parameters in lower level is considered.

The optimal conditions of bilevel multiobjective optimization are not only theoretically interesting but also practically important in optimization theory.

The cone-subdifferential stability of efficient point sets of bilevel multiobjective optimization is considered.

sensitivity analysis in bilevel multiobjective optimization with perturbational parameters in lower level is done,by using sensitivity analysis of set-value optimization.

This paper researches into the analysis method about steel truss arch bridge based on multi-objective optimization.

The author describes VRP as a multi-objective optimization problem and presents a biobjective genetic algorithm to solve this problem.

On the problem of multi-objective optimization,there are some different algorithms.

By the multiple objective optimization, the diffusion angle of the ventilator volutes with high efficiency, low noise and high total pressure of the ventilators was calculated and selected according to the experimental data.

An Integral Actual Algorithm for Solving Multiobjective Optimization;

This paper reviews the fitness assignment and selection scheme in evolutionary algorithms for multiobjective optimization,and explains the merits and disadvantages of some classical algorithms taking up fiteness assignment and selection scheme.

The quantitative relation between every factor and disposition is established, and the multiobjective optimization model of anti-TBM disposition is given, the solution of the model is also explored.