Generalized
Convexity, Generalized Monotonicity,
OptimalityConditions and Duality in
Scaler and Vector Optimization
Contents
1. Abstract
convexity of positively homogeneous
functions/A. Rubinov and Z. Dzalilov.
2.
A survey of methods of abstract
convex programming/M. Andramonov.
3.
Some applications of convex analysis
to cooperative game theory/J.M.
Bilbao and J.E. Martinez-Legaz.
4.
Fractional programming : a recent
survey/S. Schaible.
5.
Concepts of generalized concavity
based on triangular norms/J. Ramik
and M. Vlach.
6.
Farkas theorems for positively homogeneous
quasiconvex functions/S. Komlosi.
7.
The use of subdifferentials for
studying generalized convex functions/N.
Hadjisavvas.
8.
Generalized b-invex vector valued
functions/C.R. Bector and R. Cambini.
9.
Optimality conditions and duality
for programming problems involving
set and n-set functions : a
survey/I.M. Stancu-Minasian and
V. Preda.
10.
Generalized vector equilibrium problems/Q.H.
Ansari and J.C. Yao.
11.
Parametric preference structures/P.
Mazzoleni.
12.
Characterizations of pseudomonotone
maps and economic equilibrium/L.
Brighi and R. John.
13.
Characterizations, comparisons,
algebraic and topological properties
of tangent cones/G. Giorgi and A.
Guerraggio.
14.
First and second order optimality
conditions in vector optimization/A.
Cambini and L. Martein.
15.
Higher order optimality conditions
in nonsmooth vector optimization/I.
Ginchev.
16.
Normal cone method in solving linear
multiobjective problems/N.T.B. Kim
and D.T. Luc.
17.
Generalized semi-infinite optimization
: theory and applications in optimal
control and discrete optimization/G.W.
Weber. |