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YEE Tat Leung

 https://orcid.org/0000-0002-3970-1918
  • 12 Citations
  • 2 h-Index
20012020

Research output per year

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Personal profile

Personal profile

Chinese Name : 余達良

Variants : Yee, T. L. T.

Dr. Tony Yee Tat-leung obtained his Ph.D. degree in Mathematics from the Hong Kong University of Science and Technology (HKUST). His research topics include Nonlinear Analysis, Paninleve Analysis on integrable systems. Dr. Yee was the recipient of Din-Yu Hsieh Best Teaching Award, Honorably-Mentioned Teaching Assistants in the Department of Mathematics. In 2001, he was also awarded the Croucher Foundation Fellowship and worked with Professor Robert Conte as a Postdoctoral Fellow at a French government-funded technological research center (SPEC/CEA) in Paris. Before joining the Hong Kong Institute of Education (now The Education University of Hong Kong), he had been a Teaching Fellow as well as a Research Associate at the HKUST for five years.

Research interests

Applied Analysis, Painleve Analysis, Singularity Analysis on Integrable Systems

Professional information

ORCID: 0000-0002-3970-1918

Scopus ID : 7006852132

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Research Outputs

  • 12 Citations
  • 2 h-Index
  • 18 Articles
  • 3 Papers
  • 1 Other contributions
  • 1 Teaching Development Grants (TDG)

Hardy's inequalities and integral operators on Herz-Morrey spaces

YEE, T. L. & HO, K. P. V., 2020, In : Open Mathematics. 18, 1, p. 106-121

Research output: Contribution to journal › Articles

    • Teaching development grants final and financial report: Development of e-learning package to enhance learning and teaching probability and statistics

    LING, M. H. A., YEE, T. L. & CHEUNG, K. L., 2019

    Research output: Other contribution › Teaching Development Grants (TDG)

    • Zygmund inequality of the conjugate function on Morrey-Zygmund spaces

    YEE, T. L. & HO, K. P. V., Feb 2019, In : Demonstratio Mathematica. 52, 1, p. 97-104

    Research output: Contribution to journal › Articles

    • The Painlevé test for a system of coupled equations from nonlinear birefringence

    YEE, T. L., 2018, In : Applied Mathematical Sciences. 12, 1, p. 27-36

    Research output: Contribution to journal › Articles

    • Exact solutions of the slowly varying amplitudes of two interacting families for nonlinearly coupled Ginzburg-Landau equations

    YEE, T. L., 2017, In : Advances in Theoretical and Applied Mathematics (ATAM). 12, 2, p. 121-133

    Research output: Contribution to journal › Articles