Abstract
The notion of hemi-convex multifunctions is introduced. It is shown that each convex multifunction is hemi-convex, but the converse is not true. Some fixed point results for hemi-convex multifunctions are also proved.
Citation
Seyed M.A. Aleomraninejad. Shahram Rezapour. Naseer Shahzad. "Fixed points of hemi-convex multifunctions." Topol. Methods Nonlinear Anal. 37 (2) 383 - 389, 2011.
