Research Output per year
Personal profile
Personal profile
Chinese Name : 梁景信
Variants : Leung, K. S.
Dr Leung King Shun is an Assistant Professor of the Department of Mathematics and Information Technology. He earned from The Chinese University of Hong Kong a BSc(Hons), an MSc and a PhD, all in mathematics. His doctoral dissertation won him the CUHK Young Scholars Dissertation Awards. Dr Leung studied mathematics education at The University of Hong Kong, from which he gained a Cert Ed and an MEd. Before joining the teacher education profession, he had been teaching mathematics at a government secondary school for seven years. He also held part-time teaching posts at The Open Learning Institute of Hong Kong (currently The Open University of Hong Kong) and The Baptist University. In 1995, he received the Fifth Anniversary Tutor Awards from the former. He also has rich experience in serving mathematics subject committees in the Education Bureau and the Hong Kong Examinations and Assessment Authority.
Research interests
Tilings, fractals, mathematics of paper-folding, Recreational mathematics, Number theory, Problem-solving, Affective domain of mathematics education.
Professional information
Scopus ID : 35795429500
ORCID : 0000-0003-1056-5665
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Self-affine
Mathematics
Digit
Mathematics
Connectedness
Mathematics
Collinear
Mathematics
Characteristic polynomial
Mathematics
mathematics
Social Sciences
Hong Kong
Social Sciences
Tile
Mathematics
Network
Recent external collaboration on country level. Dive into details by clicking on the dots.
Research Outputs 1998 2018
Paper-folding and cutting activities to demonstrate five-fold symmetry
LEUNG, K. S., Nov 2018, In : The Mathematical Gazette. 102, 555, p. 413-421Research output: Contribution to journal › Article
2
Citations
(Scopus)
A characterization of connected self-affine fractals arising from collinear digits
LEUNG, K. S. & LUO, J. J., Dec 2017, In : Journal of Mathematical Analysis and Applications. 456, 1, p. 429-443Research output: Contribution to journal › Article
Integer Matrix
Self-affine
Collinear
Connectedness
Characteristic polynomial
A geometric method for solving quadratic equations
LEUNG, K. S. & CHAN, K. W., Jun 2017.Research output: Contribution to conference › Paper
Set square
Quadratic equation
Ruler
Completing the square
Quadratic equation solution
Approaching quadratic equations from a right angle
LEUNG, K. S., Nov 2017, In : The Mathematical Gazette. 101, 552, p. 424-438Research output: Contribution to journal › Article