共 38 条
[1]
Amahroq T., Taa A., On Lagrange Kuhn–Tucker multipliers for multiobjective optimization problems, Optimization, 41, pp. 159-172, (1997)
[2]
Beldiman M., Panaitescu E., Dogaru L., Approximate quasi efficient solutions in multiobjective optimization, Bull. Math. Soc. Sci. Math. Roum., 99, pp. 109-121, (2008)
[3]
Bolintineanu S., Vector variational principles: ε-efficiency and scalar stationarity, J. Convex Anal, 8, pp. 71-85, (2001)
[4]
Chen G.Y., Huang X.X., Hou S.H., General Ekeland’s variational principle for set-valued mappings, J. Optim. Theory Appl., 106, pp. 151-164, (2000)
[5]
Ciligot-Travain M., On Lagrange Kuhn–Tucker multipliers for Pareto optimization problems, Numer. Funct. Anal. Optim., 15, pp. 689-693, (1994)
[6]
Durea M., Dutta J., Tammer C., Lagrange multipliers for #x03B5
[7]
-pareto solutions in vector optimization with nonsolid cones in Banach spaces, J. Optim. Theory Appl, 145, pp. 196-211, (2010)
[8]
Dutta J., Veterivel V., On approximate minima in vector optimization, Numer. Funct. Anal. Optim., 22, pp. 845-859, (2001)
[9]
Dutta J., Yalcin Kaya C., A new scalarization and numerical method for constructing weak pareto front of multi-objecitve optimization problems, Optimization, 107, pp. 627-640, (2011)
[10]
Ehrgott M., Ruzika S., Improved #x03B5