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On chaotic properties of new semidynamical systems of Lasota type in two spaces
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作者 Habeeb Kareem Abdullah Amal Khalaf Haydar yaqoob all hussein 《International Journal of Biomathematics》 SCIE 2018年第5期201-215,共15页
The present study is concerned with construct two new semidynamical systems which are generated by two partial differential equations of Lasota type. In addition, this study discusses the asymptotic properties: Stron... The present study is concerned with construct two new semidynamical systems which are generated by two partial differential equations of Lasota type. In addition, this study discusses the asymptotic properties: Strong stability, exponential stability, periodic points, the density of periodic points, transitivity and chaos in two spaces: Lp space and Lp space. 展开更多
关键词 Initial value problems for linear first-order equations stability periodic solutions chaotic dynamics.
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