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《Applied Mathematics A Journal of Chinese Universities(Ser.A)》 2007-04
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Some topological and dynamical properties of Warsaw circle and its applications

ZHOU You-cheng~1 SU Xun-li~2 ZHAO Jun-ling~3 (1.Dept.of Math.,Suzhou Univ.,Suzhou 215006,China; 2.Dept.of Math.,Suzhou Univ.of Sci.and Tech.,Suzhou 215011,China; 3.Dept.of Math.,Guangxi Normal Univ.,Guilin 541004,China)  
Some topological and dynamical properties of continuous self maps on the Warsaw circle and its applications are studied.In addition,a chaotic map(in Devaney's sense)on the Warsaw circle is constructed through studying some dynamical properties concerning upper semi continuous decomposition.
【Fund】: 国家自然科学基金(10071069)
【CateGory Index】: O189.1
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