Supported by the NSFC(Grant No.11261062);the Special Financial Grant form the China Postdoctoral Science Foundation(Grant No.2015T80909);Research Fund for the Doctoral Program of Higher Education of China(Grant No.20134407110001)
Let p be an odd prime. For the Stiefel manifold Wm+k,k = SU(m + k)/SU(m), we obtain an upper bound of its p-primary homotopy exponent in the stable range k ≤ m with k ≤ (p - 1)2 + 1.
the Foundation of Jiangsu Education Committee (04KJD110170);the Foundation of Univer-sity of Science and Technology of Suzhou.
We utilize Park's maximal element theorem in H-space to prove the existence theorems of solutions of the complementarity problems for multivalued non-monotone operators in Banach spaces.
Supported by the NNSF of China(10571081);the Natural Science Foundation of Beijing Education Department(KM200710772007).
An existence theorem of maximal elements for an L*-majorized correspondence defined on a non-paracompact H-space is established. As applications of the result, an equilibrium existence theorem for a non-paracompact g...
This work is supported by National Natural Science Foundation of China and Natural Science Foundation of the Yunnan Province of China
In the present paper, some new almost fixed point theorems and fixed point theorems for lower semicontinuous type multivalued mappings are obtained in metrizable H-spaces.
the National Natural Science Foundation of China (Grant No.10171043)
In this note we first prove a fixed point theorem in H-spaces which unities and extends the corresponding results in [6] and [9]. Then, by applying the fixed point theorem, we prove an existence theorem of an equilib...
Supported by the Science Research Foundation of Xianning Teacher's College( No.K9911)
The purpose to this paper is to study the existence problem of solutions to the vector quasivariational inequality for vector-valued functions inH-space.
the Foundation of the Technology Commission of Zhejiang Province, China.(No.19990500), the National Natural Science Foundation
This Paper gives a Fan’s type minimax theorem, a nearest point theorem and two existence theorems of solutions for a kind of generalized quasi-variational inequalities in H-spaces without any linear structure.
This project partially supported by National Natural Science Foundation of ChinaThis work was partially supported by NSERC of Canada under grant A-8096
Several theorems on closed (resp. open) covering properties of H-spaces are obtained which improve and generalize the corresponding results of Sperner, Klee, Alexandroff-Pasynkoff, Berge, Ghouila-Houri, Danzer-Grunbau...
In this paper,the Knaster-Karatowski-Mazurkiewicz technique(KKM technique,in short)is presented.By using this technique a new alternative theorem and a new coincidence theorem are established.The results obtained in t...
This paper brings forward the concept of generalized H-spaces which extends the concepts of H-spaces and almost probabilistic metric spaces. In this paper, the uniformity and properties far generalized H-space are con...