COINCIDENCE RESULTS FOR COMPOSITIONS OF MULTIVALUED MAPS BASED ON COUNTABLE COMPACTNESS PRINCIPLES

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COINCIDENCE RESULTS FOR COMPOSITIONS OF MULTIVALUED MAPS BASED ON COUNTABLE COMPACTNESS PRINCIPLES

机译：基于可数致密度原理的多价地图组成的巧合结果

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摘要

We present a general M?nch coincidence type result for set-valued maps on Hausdorff topological spaces.

机译：我们展示了一般的m？nch巧合型结果，用于豪尔夫拓扑空间上的集价值图。

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《Journal of nonlinear and convex analysis》 |2020年第3期|共7页
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正文语种 eng
中图分类数学;
关键词
Noncompact maps; coincidence points; weakly sequentially closed graphs; M?nch type results;

机译：非兼容映射;巧合点;弱依次闭合图;M？NCH型结果;
入库时间 2022-08-20 09:52:22

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1. COINCIDENCE RESULTS FOR COMPOSITIONS OF MULTIVALUED MAPS BASED ON COUNTABLE COMPACTNESS PRINCIPLES [J] . Journal of nonlinear and convex analysis . 2020,第3期

机译：基于可数致密度原理的多价地图组成的巧合结果
2. Coincidence theory for set-valued maps via compactness principles [J] . ORegan Donal Journal of fixed point theory and applications . 2018,第4期

机译：通过紧凑性原则进行集价值地图的巧合理论
3. COINCIDENCE POINTS FOR MULTIVALUED MAPS BASED ON Phi-EPI AND Phi-ESSENTIAL MAPS [J] . ORegan Donal Dynamic Systems and Applications . 2015,第1a2期

机译：基于Phi-EPI和Phi-Essential映射的多值映射的重合点
4. Coincidence Enhancement As A Brain-like Information Processing Principle Applicable to The Adaptive Nonlinear Mapping of Images [C] . Yukio Kosugi, Yuri Nojima, Kuniaki Uto World Multiconference on Systemics, Cybernetics and Informatics(SCI 2001) v.10: Concepts and Applications of Systemics, Cybernetics and Informatics; 20010722-20010725; Orlando,FL; US . 2001

机译：符合性增强作为适用于图像的自适应非线性映射的类脑信息处理原理
5. Reconnecting lost place: Comprehensive green space design based on historic preservation principles in compact Changsha city, China. [D] . Zhong, Jingjin. 2012

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6. New construction and proof techniques of projection algorithm for countable maximal monotone mappings and weakly relatively non-expansive mappings in a Banach space [O] . Li Wei, Ravi P. Agarwal -1

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7. Coincidence for morphisms based on compactness principles [O] . Donal ORegan 2018

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8. Countably Compact Topological Group H such that H x H is not Countably Compact [R] . Hart, K. P., van Mill, J. 1988

机译：可数紧凑的拓扑群H使得H x H不是可计算紧凑的

COINCIDENCE RESULTS FOR COMPOSITIONS OF MULTIVALUED MAPS BASED ON COUNTABLE COMPACTNESS PRINCIPLES

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