Common random fixed points for multivalued randomoperators without S- and T-weakly commuting randomoperators

W. Sintunavarat; P. Kumam; P. Patthanangkoor

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Common random fixed points for multivalued randomoperators without S- and T-weakly commuting randomoperators

机译：没有S和T弱换向随机算子的多值随机算子的公共随机不动点

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摘要

In this paper, we establish the existence of common random fixed points for multi-valued random operators. In our results we may not assume that f is an S-weakly commutingrandom operator and g is a T-weakly commuting random operator. We improve and extendthe recent results of Naseer Shahzad and Nawab Hussain [10] and many authors.

机译：在本文中，我们为多值随机算子建立了公共随机不动点的存在。在我们的结果中，我们可能不会假定f是S-弱弱的通勤随机算子，而g是T-弱弱的通勤随机算子。我们改进和扩展了Naseer Shahzad和Nawab Hussain [10]以及许多作者的最新结果。

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《Random operators and stochastic equations》 |2009年第4期|共8页
作者
W. Sintunavarat; P. Kumam; P. Patthanangkoor;
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正文语种 eng
中图分类随机微分方程;
关键词
Random coincidence point; common random fixed point; multivalued randomoperators; random fixed point; S-weakly commuting random operator;

机译：随机重合点;公共随机不动点;多值随机算子;随机不动点;S-弱交换随机算子;

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1. Common random fixed points for multivalued randomoperators without S- and T-weakly commuting randomoperators [J] . W. Sintunavarat, P. Kumam, P. Patthanangkoor Random operators and stochastic equations . 2009,第4期

机译：没有S和T弱换向随机算子的多值随机算子的公共随机不动点
2. A common fixed point theorem for a commuting family of nonexpansive mappings one of which is multivalued [J] . Narawadee Nanan, Sompong Dhompongsa Fixexd point theory and applications . 2011,第1期

机译：交换非膨胀映射族的公共不动点定理，其中一个是多值的
3. A common fixed point theorem for a commuting family of nonexpansive mappings one of which is multivalued [J] . Narawadee Nanan, Sompong Dhompongsa Fixexd point theory and applications . 2011,第1期

机译：交换非膨胀映射族的公共不动点定理，其中一个是多值的
4. Common fixed point theorems for a family multivalued mapping in Banach spaces [C] . Zuo Zhanfei 2011 6th IEEE Joint International Information Technology and Artificial Intelligence Conference . 2011

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Common random fixed points for multivalued randomoperators without S- and T-weakly commuting randomoperators

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