ผศ. ดร.วรพงศ์ ฟูปินวงศ์

Asst. Prof. Dr. Worapong Fupinwong

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Room

MB2307

Telephone

053-943326 # 130

Email

Website

Education Background

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วท.ด. (คณิตศาสตร์), มหาวิทยาลัยเชียงใหม่, 2553

วท.บ. (คณิตศาสตร์), มหาวิทยาลัยเชียงใหม่, 2548   

Research Area

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 Analysis

Research Field

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- Algebra
- Analysis
- Fixed Point
- Topology

Publication

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scopus Online , Offline (html) Others   cmumis

Featured Publications

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1.) Fupinwong W., Fixed point property of real unital abelian banach algebras and their closed subalgebras generated by an element with infinite spectrum, Thai Journal of Mathematics, 18, (2020),1611-1622.

2.) Thongin P., Fupinwong W., The fixed point property of a non-unital abelian banach algebra generated by an element with infinite spectrum, Thai Journal of Mathematics, 18, (2020),1185-1197.

3.) Thongin P., Fupinwong W., Remarks on brouwer fixed point theorem for some surfaces in R³, Thai Journal of Mathematics, 17, (2019),829-842.

4.) Thongin P., Fupinwong W., The Fixed Point Property of a Banach Algebra Generated by an Element with Infinite Spectrum, Journal of Function Spaces, 2018, (2018),9045790.

5.) Fupinwong W., Nonexpansive mappings on Abelian Banach algebras and their fixed points, Fixed Point Theory and Applications, 2012, (2012),150.

6.) Fupinwong W., The gradient of the gravitational potentials with unbounded density functions, Far East Journal of Mathematical Sciences, 60, (2012),51-64.

7.) Dhompongsa S., Fupinwong W., Lawton W., Fixed point properties of C*-algebras, Journal of Mathematical Analysis and Applications, 374, (2011),22-28.

8.) Dhompongsa S., Fupinwong W., Takahashi W., Yao J., Fixed point theorems for nonlinear mappings and strict convexity of banach spaces, Journal of Nonlinear and Convex Analysis, 11, (2010),175-183.

9.) Fupinwong W., Dhompongsa S., The fixed point property of unital abelian banach algebras, Fixed Point Theory and Applications, 2010, (2010),362829.

10.) Dhompongsa S., Fupinwong W., Kaewkhao A., Common fixed points of a nonexpansive semigroup and a convergence theorem for Mann iterations in geodesic metric spaces, Nonlinear Analysis, Theory, Methods and Applications, 70, (2009),4268-4273.