This work was partially supported by the National Natural Science Foundation of China(Nos.11471059 and 11671282);the Chongqing Research Program of Basic Research and Frontier Technology(Nos.cstc2014jcyjA00037,cstc2015jcyjB00001 and cstc2014jcyjA00033);the Education Committee Project Research Foundation of Chongqing(Nos.KJ1400618 and KJ1400630);the Program for University Innovation Team of Chongqing(No.CXTDX201601026);the Education Committee Project Foundation of Bayu Scholar.
In this paper,we study optimality conditions of approximate solutions for nonsmooth semi-infinite programming problems.Three new classes of functions,namelyε-pseudoconvex functions of type I and type II andε-quasico...
In this paper, new sufficient optimality theorems for a solution of a differentiable bilevel multiobjective optimization problem (BMOP) are established. We start with a discussion on solution concepts in bilevel multi...
The purpose of this paper is to introduce second order (K, F)-pseudoconvex and second order strongly (K, F)- pseudoconvex functions which are a generalization of cone-pseudoconvex and strongly cone-pseudoconvex functi...
Korea Research Foundation Grant (KRF-2001-015-DP0015).
The authors give two cohomology vanishing theorems for domains, which are not pseudoconvex, and characterize the holomorphy of domains with smooth boundaries in separable Hilbert spaces through cohomology vanishing.
Prcject supported by the National Natural science Foundation of China
In this paper we investigate an overdetermined system of differential equations, which is a generalization of both the Cauchy-Riemann equations and the Beltrami equation. The conditions under which the Neumann problem...