Sections
Left Column
Image
Image
makyli
Image Caption

LI, Kin-Yin
李健賢

(PhD Univ of California, Berkeley)

Phone: (852) 2358 7420
Email: makyli@ust.hk
Office: Room 3471
Home Page
Right Column
Image
Image

Associate Professor



Research Interests

Complex function theory; Hilbert space operator theory; functional analysis

Awards & Honors

  • Best Ten Lecturers award   (1996, 1997, 2007, 2008, 2009, 2010, 2011, 2012, 2013)
  • Michael G. Gale Medal of Distinguished Teaching   (1995)

Selected Publications

  Article

  1. Non-tangential Maximal Moduli and Harmonic Functions on the Upper Half Plane (Part 1)
    • Author(s): Ho, Hon Ming; Li, Kin Yin
    • Source: Pure Mathematical Sciences, v. 10, (1), 2021, p. 1-10
    • Year: 2021

  2. Non-tangential maximal moduli and harmonic functions on the upper half plane (part 2)
    • Author(s): Ho, Hon Ming; Li, Kin Yin
    • Source: Pure Mathematical Sciences, v. 10, (1), April 2021, p. 27-34
    • Year: 2021

  3. Complex Oscillation of Solutions of a Third Order ODE
    • Author(s): Hinkkanen, Aimo; Ishizaki, Katsuya; Laine, Ilpo; Li, Kin Yin
    • Source: Annales Academia Scientiarum Fennica. Mathematica, v. 45, (1), January 2020, p. 451-466
    • Year: 2020

  4. Taylor Sums for Functions in Disk Algebra
    • Author(s): Li, Kin Yin; Yu, Chun Ling
    • Source: International Journal of Mathematical Analysis, v. 13, (3), April 2019, p. 117-121
    • Year: 2019

  5. Boundary Values of Harmonic Functions and Modulus of Continuity (Part I)
    • Author(s): Ho, Hon Ming; Li, Kin Yin
    • Source: International Journal of Contemporary Mathematical Analysis, v. 14, (3), August 2019, p. 141-150
    • Year: 2019

  6. Boundary Values of Harmonic Functions and Modulus of Continuity (Part II)
    • Author(s): Ho, Hon Ming; Li, Kin Yin
    • Source: International Journal of Contemporary Mathematical Sciences, v. 14, (4), August 2019, p. 179-186
    • Year: 2019

  7. Nevanlinna-Pick Problem on Reproducing Kernel Spaces
    • Author(s): Li, Kin Yin
    • Source: International Journal of Contemporary Mathematical Sciences, v. 13, (1), January 2018, p. 33-40
    • Year: 2018

  8. Concyclic Points and Concurrent Circles
    • Author(s): Cheung, Pak-Hong; Li, Kin-Yin; Liu, Andy
    • Source: Journal of the World Federation of National Mathematics Competitions, volume 17, number 1
    • Year: 2004

  9. Algebras of Blaschke products unimodular on trivial parts
    • Author(s): Guillory, Carroll; Li, Kin Yin
    • Source: Complex Variables, Theory and Application: An International Journal, v. 35, (4), 1998, p. 307-318
    • Year: 1998

  10. Interpolating Blaschke Products and the Left Spectrum of Multiplication Operators on the Bergman Space
    • Author(s): Li, Kin Yin
    • Source: Hokkaido Mathematical Journal, v. 21, (2), Feb 1992, p. 295-304
    • Year: 1992

  11. De Branges' Conjecture on Bounded Riemann Mapping Coefficients
    • Author(s): Li, Kin Yin
    • Source: Journal d'Analyse Mathematique, v. 54, 1990, December, p. 289-296
    • Year: 1990

  12. Inequalities for Fixed Points of Holomorphic Functions
    • Author(s): Li, Kin Yin
    • Source: Bulletin of the London Mathematical Society, v. 22, 1990, p. 446-452
    • Year: 1990

  13. Minimum Graphs for Specified Diameter, Connectivity and Valence. II
    • Author(s): Li, Kin Yin; Engelhardt, E.; Klee, V.; Quaife, H.
    • Source: Discrete Mathematics, v. 78, 1989, p. 257-266
    • Year: 1989

  Book chapter

  1. On the Coefficients of Riemann Mappings of the Unit Disk into Itself
    • Author(s): Rovnyak, James; Li, Kin Yin
    • Source: Operator Theory: Advances and Applications / v. 62, 1993, p. 145-163
    • Year: 1993

  Conference paper

  1. Concyclic Points and Concurrent Circles
    • Author(s): Cheung, Pak-Hong; Li, Kin-Yin; Liu, Andy
    • Source: Geometry & Mathematics Competitions, 4th World Federation of National Mathematics Competitions, Melbourne, Australia, Ali Rejali (ed.), Vol. 2, pp. 175-184
    • Year: 2003

  2. SYMMETRY OF CONTRACTIVE INEQUALITIES AND THE GENERALIZED AREA PRINCIPLE
    • Author(s): LI, KY
    • Source: Pitman research notes in mathematics series, v. 359, 1994, p. 213-219
    • Year: 1994