2 citations · 6 across the 5 of their papers we have counts for
5 papers
The noncompact Schauder fixed point theorem in random normed modules and its applications
Tiexin Guo, Yachao Wang, Hong-kun Xu +2
Motivated by the randomized version of the classical Bolzano--Weierstrass theorem, in this paper we first introduce the notion of a random sequentially compact set in a random norm…
On ----stability in random metric spaces and its applications
Tiexin Guo, Erxin Zhang, Yachao Wang +1
In 2010, the first author of this paper introduced the notion of --stability for a nonempty subset of an --module in [T.X. Guo, Relations between some basic…
--convex compactness and random normal structure in
Tiexin Guo, Erxin Zhang, Yachao Wang +1
Let be a Banach space, a probability space and the set of equivalence classes of strong random elements (or strongly measur…
Two fixed point theorems in complete random normed modules and their applications to backward stochastic equations
Tiexin Guo, Erxin Zhang, Yachao Wang +1
This paper first proves two fixed point theorems in complete random normed modules, which are respectively the random generalizations of the classical Banach's contraction mapping…
--convex compactness and its applications to random convex optimization and random variational inequalities
Tiexin Guo, Erxin Zhang, Yachao Wang +1
In 2010, Gordan Žitković introduced the notion of convex compactness for a convex subset of a linear topological space and gave some important applications to both nonlinear analys…