Vector variational inequalities and vector equilibria. Mathematical theories
The articles of this volume will be reviewed individually. Indexed articles: \textit{Ansari, Qamrul Hasan}, Vector equilibrium problems and vector variational inequalities, 1-15 [Zbl 0992.49012] \textit{Ansari, Abul Hasan; Siddiqi, Abul Hasan; Yao, Jen-Chih}, Generalized vector variational-like inequalities and their scalarizations, 17-37 [Zbl 0992.49013] \textit{Chang, Shih-Sen; Thompson, Heven Bevan; Yuan, George Xian-Zhi}, Existence of solutions for generalized vector variational-like inequalities, 39-53 [Zbl 0997.49005] \textit{Chen, Guangya; Goh, Chuen-Jin; Yang, Xiao Qi}, On gap functions for vector variational inequalities, 55-72 [Zbl 0997.49006] \textit{Chen, Guangya; Hou, Shui-Hung}, Existence of solutions for vector variational inequalities, 73-86 [Zbl 1012.49007] \textit{Chen, Guangya; Yang, Xiao Qi}, On the existence of solutions to vector complementarity problems, 87-95 [Zbl 0993.90088] \textit{Daniele, Patrizia; Maugeri, Antonino}, Vector variational inequalities and modelling of a continuum traffic equilibrium problem, 97-111 [Zbl 0967.49008] \textit{Ding, Xie Ping; Tarafdar, Enayet}, Generalized vector variational-like inequalities without monotonicity, 113-124 [Zbl 0991.49009] \textit{Ding, Xie Ping; Tarafdar, Enayet}, Generalized vector variational-like inequalities with \(C_x-\eta\)-pseudomonotone set-valued mappings, 125-140 [Zbl 0991.49010] \textit{Fu, Junyi}, A vector variational-like inequality for compact acyclic multifunctions and its applications, 141-151 [Zbl 0991.49011] \textit{Giannessi, Franco; Mastroeni, Giandomenico; Pellegrini, Letizia}, On the theory of vector optimization and variational inequalities. Image space analysis and separation, 153-215 [Zbl 0985.49005] \textit{Goh, Chuen-Jin; Yang, Xiao Qi}, Scalarization methods for vector variational inequality, 217-232 [Zbl 0991.49014] \textit{Gong, Xun Hua; Fu, Wan Tao; Liu, Wei}, Super efficiency for a vector equilibrium in locally convex topological vector spaces, 233-252 [Zbl 1019.49016] \textit{Isac, George; Yuan, George Xian-Zhi}, The existence of essentially connected components of solutions for variational inequalities, 253-265 [Zbl 0978.47051] \textit{Kazmi, Kaleem Raza}, Existence of solutions for vector saddle-point problems, 267-275 [Zbl 1002.49003] \textit{Lee, Gue Myung; Kim, Do Sang; Lee, Byung Soo; Yen, Nguyen Dong}, Vector variational inequality as a tool for studying vector optimization problems, 277-305 [Zbl 1018.90053] \textit{Lee, Gue Myung; Kum, Sangho}, Vector variational inequalities in a Hausdorff topological vector space, 307-320 [Zbl 1012.49008] \textit{Li, Shen Jie; Yang, Xiao Qi; Chen, Guangya}, Vector Ekeland variational principle, 321-333 [Zbl 0997.49018] \textit{Loridan, Pierre; Morgan, Jacqueline}, Convergence of approximate solutions and values in parametric vector optimization, 335-350 [Zbl 0989.65066] \textit{Mastroeni, Giandomenico}, On Minty vector variational inequality, 351-361 [Zbl 0998.49005] \textit{Qun, Luo}, Generalized vector variational-like inequalities, 363-369 [Zbl 0992.49014] \textit{Rapcsák, Tamás}, On vector complementarity systems and vector variational inequalities, 371-380 [Zbl 0997.49007] \textit{Song, Wen}, Generalized vector variational inequalities, 381-401 [Zbl 0992.49015] \textit{Song, Wen}, Vector equilibrium problems with set-valued mappings, 403-422 [Zbl 0993.49011] \textit{Yang, Xiao Qi}, On some equivalent conditions of vector variational inequalities, 423-432 [Zbl 0993.49012] \textit{Yang, Xiao Qi; Chen, Guangya}, On inverse vector variational inequalities, 433-446 [Zbl 0991.49012] \textit{Yang, Xiao Qi; Goh, Chuen-Jin}, Vector variational inequalities, vector equilibrium flow and vector optimization, 447-465 [Zbl 0991.49013] \textit{Yen, Nguyen Dong; Lee, Gue Myung}, On monotone and strongly monotone vector variational inequalities, 467-478 [Zbl 0993.49013] \textit{Nguyen Dong Yen; Ta Duy Phuong}, Connectedness and stability of the solution sets in linear fractional vector optimization problems, 479-489 [Zbl 0995.90088] \textit{Yin, Hongyou; Xu, Chengxian}, Vector variational inequality and implicit vector complementarity problems, 491-505 [Zbl 0993.49014]
scientific article; zbMATH DE number 1517454