A platform for research: civil engineering, architecture and urbanism
On generalization of Ricceri's theorem for Fan-Takahashi minimax inequality into set-valued maps via scalarization
On generalization of Ricceri's theorem for Fan-Takahashi minimax inequality into set-valued maps via scalarization
On generalization of Ricceri's theorem for Fan-Takahashi minimax inequality into set-valued maps via scalarization
Saito, Yutaka (author) / Tanaka, Tamaki (author) / Yamada, Syuuji (author)
Journal of nonlinear and convex analysis ; 16 ; 9-20
2015-01-01
12 pages
Article (Journal)
English
DDC:
515.7248
© Metadata Copyright the British Library Board and other contributors. All rights reserved.
Unified scalarization for sets and set-valued Ky Fan minimax inequality
British Library Online Contents | 2010
|Online Contents | 1998
A hybrid fixed-point theorem for set-valued maps
British Library Online Contents | 2017
|Sharkovskii's Theorem of Continuous Multi-valued Maps on the Compact Intervals
British Library Online Contents | 2014
|On the minimax inequality of Brézis-Nirenberg-Stampacchia
British Library Online Contents | 2018
|