The Best Approximation and Optimization in Locally Convex Spaces V Postolica, G Isac Verlag Peter Lang Gmbh,Frankfurt,Germany, 1993 | 71* | 1993 |
New existence results for efficient points in locally convex spaces ordered by supernormal cones V Postolica Journal of Global Optimization 3, 233-242, 1993 | 56 | 1993 |
A coincidence result between sets of efficient points and Choquet boundaries in separated locally convex spaces I Bucur, V Postolica Optimization 36 (3), 231-234, 1996 | 26 | 1996 |
Spline functions in H-locally convex spaces V Postolica | 26 | 1981 |
Properties of Pareto Sets in Locally Convex Spaces P Vasile The International conference on Operations Research, Berlin 34, 223-229, 1994 | 24* | 1994 |
Existence conditions of efficient points for multifunctions with values in locally convex spaces V Postolică Stud. Cerc. Mat 41 (4), 325-331, 1989 | 24 | 1989 |
A Generalization of Fenchel's Duality Theorem V Postolica Ann.Sci.Math.,Quebec 10 (2), 199-206, 1986 | 23 | 1986 |
Full nuclear cones and a relation between strong optimization and Pareto efficiency G Isac, V Postolică Journal of Global Optimization 32, 507-516, 2005 | 21 | 2005 |
Properties of Efficient Points Sets and Related Topics P Vasile The Second International Conference in Multi-Objective Programming and Goal …, 1997 | 20* | 1997 |
Pareto efficiency, Choquet boundaries and operators in Hausdorff locally convex spaces V Postolica Nonlinear Analysis Forum 7, 215-230, 2002 | 18 | 2002 |
An extension to sets of supernormal cones and generalized subdifferential V Postolicǎ Optimization 29 (2), 131-139, 1994 | 17 | 1994 |
Some connections between best approximation, vectorial optimization and multicriteria analysis V Postolică, A Scarelli Nonlinear Analysis Forum 5, 111-123, 2000 | 16 | 2000 |
Approximate efficiency in infinite dimensional ordered vector spaces V Postolica International Journal of Applied Management Science 1 (3), 300-314, 2009 | 15 | 2009 |
Choquet boundaries and efficiency V Postolică Computers & Mathematics with Applications 55 (3), 381-391, 2008 | 15 | 2008 |
Conditions for Pareto efficiency in locally convex spaces V Postolică Mathematical Reports of Romanian Academy 2 (1), 51, 1999 | 15 | 1999 |
A method which generates splines in H-locally convex spaces and connections with vectorial optimization V Postolică Positivity 2 (4), 369-377, 1998 | 14 | 1998 |
New existence results of solutions for vector optimization programs with multifunctions V Postolică Optimization 50 (3-4), 253-263, 2001 | 12 | 2001 |
Recent conditions for Pareto efficiency in locally convex spaces V Postolică Invited Research Report (10 pp.) to The International Joint Meeting Euro XV …, 1997 | 12 | 1997 |
On the equilibrium of a multidimensional ecosystem V Postolica, A Scarelli, L Venzi, VSC de Lellis Nonlinear Analysis Forum 6 (2), 2001 | 11 | 2001 |
A class of generalized dynamical systems in connection with Pareto efficiency and related topics V Postolică Invited Research Paper communicated to The International Conference “Complex …, 2004 | 9 | 2004 |