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HomeAdvanced Materials ResearchAdvanced Materials Research Vols. 838-841Ky Fan Matching Theorems for MFC Mappings in...

Ky Fan Matching Theorems for MFC Mappings in FC-Metric Spaces with the Application to Minimax Inequalities

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Abstract:

In this paper, MFC mappings is introduced and Ky Fan matching theorems for MFC mappings with transfer compactly open values are established in noncompact complete FC-metric spaces. As applications, a Fan-Browder type coincidence theorem and a minimax inequality are obtained. Our results unify, improve and generalize some known results in recent literature.

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Periodical:

Advanced Materials Research (Volumes 838-841)

Pages:

2219-2222

DOI:

https://doi.org/10.4028/www.scientific.net/AMR.838-841.2219

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Online since:

November 2013

Authors:

He Rui Li*, Kai Ting Wen

Keywords:

FC-Metric Space, Matching, Minimax Inequality, Transfer Compactly Open (Closed)

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© 2014 Trans Tech Publications Ltd. All Rights Reserved

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* - Corresponding Author

[1] K. T. Wen: J. Southwest China Normal University(Natural Science Ed. ), Vol. 35(1)(2010), p.45 (in Chinese).

[2] K. T. Wen: Acta Anal. Funct. Appl., Vol. 12(3) (2010), p.266 (in Chinese).

[3] K. T. Wen, H. R. Li, Y. Duan: J. Bijie University, Vol. 39(8)(2011), p.38(in Chinese).

[4] K. T. Wen, H. R. Li: J. Southwest University(Natural Science Ed. ), Vol. 33(10)(2011), p.110 (in Chinese).

[5] K. T. Wen: J. Bijie University, Vol. 30(8)(2012), p.29(in Chinese).

[6] K. T. Wen, H. R. Li: J. Quantitative Economics, Vol. 29(4)(2012), p.38(in Chinese).

[7] K. T. Wen: Math. Appl., Vol. 26(1)(2013), p.75(in Chinese).

[8] K. T. Wen: Avanced Malerials Research, Vol. 671-674(2)(2013), p.1557.

[9] H. R. Li, K. T. Wen: J. Southwest University(Natural Science Ed. ), Vol. 35(2)(2013), p.85 (in Chinese).

[10] K. T. Wen, H. R. Li: J. Southwest University(Natural Science Ed. ), Vol. 35(4)(2013), p.91 (in Chinese).

[11] K. T. Wen: Acta Anal. Funct. Appl., Vol. 15(1) (2013), p.26 (in Chinese).

[12] K. T. Wen: Acta Math. Sci., Vol. 26(7) (2006), p.1159.

[13] K. T. Wen, H. R. Li, F. P. Zeng: Acta Math. Sci., Vol. 31(4) (A) (2011), p.1077(in Chinese).

[14] X. Z. Yuan: Math. Anal. Appl., Vol. 235(1999), p.315.

[15] S. Park: Nonlinear Anal., Vol. 37(1999), p.467.

[16] H. L. Zhang: J. Appl. Anal., Vol. 9(2)(2003), p.225.

[17] W. A. Kirk, B. Sims, X. Z. Yuan: Nonlinear Anal., Vol. 39 (2000), p.611.

[18] F. J. Chen, Z. F. Shen: Adv. Math. China, Vol. 34(5)(2005), p.614.

[19] S. Park: Nonlinear Anal., Vol. 48(2002), p.869.