Department of Mathematics, Tianjin Polytechnic University
Abstract
In the paper, some new existence theorems of maximal elements for $\mathscr{F}_{C,\theta}$-mappings and $\mathscr{F}_{C,\theta}$-majorized mappings are established. As applications, some new existence theorems of equilibrium points for one-person games, qualitative games and generalized games are obtained. Our results unify and generalize most known results in recent literature.
Du, Y. M. (2014). Maximal elements of $\mathscr{F}_{C,\theta}$-majorized mappings and applications to generalized games. Bulletin of the Iranian Mathematical Society, 40(5), 1153-1167.
MLA
Du, Y. M. "Maximal elements of $\mathscr{F}_{C,\theta}$-majorized mappings and applications to generalized games", Bulletin of the Iranian Mathematical Society, 40, 5, 2014, 1153-1167.
HARVARD
Du Y. M. (2014). 'Maximal elements of $\mathscr{F}_{C,\theta}$-majorized mappings and applications to generalized games', Bulletin of the Iranian Mathematical Society, 40(5), pp. 1153-1167.
CHICAGO
Y. M. Du, "Maximal elements of $\mathscr{F}_{C,\theta}$-majorized mappings and applications to generalized games," Bulletin of the Iranian Mathematical Society, 40 5 (2014): 1153-1167,
VANCOUVER
Du Y. M. Maximal elements of $\mathscr{F}_{C,\theta}$-majorized mappings and applications to generalized games. BIMS. 2014;40(5):1153-1167.
