REPELLERS FOR MULTIFUNCTIONS OF SEMI-BORNOLOGICAL SPACES  

作　　者：M.R. Molaei T. Waezizadeh 

机构地区：[1]Department of Mathematics, University of Kerman

出　　处：《Acta Mathematica Scientia》2008年第3期545-550,共6页数学物理学报（B辑英文版）

基　　金：supported financially by Mahani Mathematical Research Center

摘　　要：In this article the notion of repeller for multifunctions from the viewpoints of semi-bornologicul spaces is considered. The concept of lower semi-continuous multifunctions is extended by the use of semi-bornological spaces. Semi-bornological vector spaces are studied. The notion of conjugacy for semi-bornological multifunctions is considered. The persistence of repeller under conjugate relation is proved.In this article the notion of repeller for multifunctions from the viewpoints of semi-bornologicul spaces is considered. The concept of lower semi-continuous multifunctions is extended by the use of semi-bornological spaces. Semi-bornological vector spaces are studied. The notion of conjugacy for semi-bornological multifunctions is considered. The persistence of repeller under conjugate relation is proved.

关 键 词：Semi-bornology REPELLER MULTIFUNCTION CONJUGACY 

分 类 号：O19[理学—数学]