Term | Code | Class | Title |
---|---|---|---|
2023 S1 | MATH3301 | 1A | Algebra I |
2023 S2 | MATH1851 | 2C | Calculus and ordinary differential equations |
2023 S2 | MATH1851 | 2D | Calculus and ordinary differential equations |
2021 S1 | MATH1851 | 1A | Calculus and ordinary differential equations |
2021 S1 | MATH1851 | 1B | Calculus and ordinary differential equations |
2021 S1 | MATH3301 | 1A | Algebra I |
2019 S2 | MATH2102 | 2A | Linear algebra II |
2019 S1 | MATH1851 | 1B | Calculus and ordinary differential equations |
2019 S1 | MATH1851 | 1A | Calculus and ordinary differential equations |
2019 S1 | MATH3301 | 1A | Algebra I |
2020 S1 | MATH1851 | 1A | Calculus and ordinary differential equations |
2020 S1 | MATH1851 | 1B | Calculus and ordinary differential equations |
2020 S1 | MATH3301 | 1A | Algebra I |
2018 S2 | MATH1851 | 2D | Calculus and ordinary differential equations |
2018 S1 | MATH3999 | 1A | Directed studies in mathematics |
2018 S1 | MATH3301 | 1A | Algebra I |
2018 S2 | MATH1851 | 2C | Calculus and ordinary differential equations |
2020 S1 | MATH3999 | 1A | Directed studies in mathematics |
2022 S1 | MATH1851 | 1A | Calculus and ordinary differential equations |
2022 S1 | MATH1851 | 1B | Calculus and ordinary differential equations |
2022 S1 | MATH3301 | 1A | Algebra I |
2024 S1 | MATH3999 | 1A | Directed studies in mathematics |
2024 S1 | MATH4999 | FA | Mathematics project |
2024 S2 | MATH4999 | FA | Mathematics project |
2024 S1 | MATH3301 | 1A | Algebra I |
2024 S2 | MATH1851 | 2C | Calculus and ordinary differential equations |
2024 S2 | MATH1851 | 2D | Calculus and ordinary differential equations |
Status | Thesis Title | Field of Study | Student |
---|---|---|---|
THE BASIS FOR SPACE OF CUSP FORMS AND PETERSSON TRACE FORMULA | Number Theory | 2009 MPhil Ng Ming Ho | |
Analytic Number Theory | 2022 Phd Lai Ching Hei Hamish | ||
TRACE FORMULAS AND THEIR APPLICATIONS ON HECKE EIGENVALUES | Number Theory | 2008 Phd Wang Yingnan | |
SOME RESULTS ON WARING-GOLDBACH TYPE PROBLEMS | Number Theory | 2009 Phd Zhao Lilu | |
ON A MEAN VALUE OF TWISTED AUTOMORPHIC *L*-FUNCTIONS | Number Theory | 2006 MPhil Xu Chen | |
MOMENTS OF AUTOMORPHIC L-FUNCTIONS | Number Theory | 2011 Phd Ng Ming Ho | |
ON k-TUPLS OF ALMOST PRIMES | Number Theory | 2011 MPhil Chan Ching Yin | |
Arithmetic Geometry and Number Theory | 2022 Phd Dai Boyi | ||
Number Theory, Algebraic Geometry | 2023 Phd Zhou Zhengyu | ||
SOME RESULTS ON MODULAR FORMS: VALENCE FORMULAS, EISENSTEIN SERIES, VECTOR-VALUED L-FUNCTIONS | Number Theory | 2015 MPhil Chan Lok Yin | |
INEQUALITIES FOR INERT PRIMES AND REGULAR THERNARY POLYGONAL FORMS | Number Theory | 2016 Phd He Zilong | |
MODULAR FORMS OF SMALL WEIGHT AND THEIR APPLICATIONS | Number Theory | 2014 MPhil Fung King Cheong | |
LOGARITHMIC DIAMETER FOR CAYLEY GRAPHS OF SOME FINITELY GENERATED MATRIX GROUPS | Number Theory and Algebraic Geometry/ Geometry | 2019 Phd Jiang Tianzhi | |
MODULAR VERSION OF NEVANLINNA THEORY | Number Theory and Analysis | 2020 MPhil Tsang Kin Ming |
Start Date | End Date | Committee | Category | Body |
---|---|---|---|---|
2022-03-01 | 2024-02-29 | Discontinuation, Committee on | 1 member from each Faculty (Science) from a panel of three in order of precedence for a period of 2 years, renewable up to a maximum of 4 consecutive years | Science Faculty Board |
2022-07-01 | Faculty of Business and Economics, Board of the | Such other teachers as may be appointed to the Board by the Senate | ||
2019-07-01 | 2020-06-30 | Faculty of Business and Economics, Board of the | Such other teachers as may be appointed to the Board by the Senate | Senate |
2018-08-22 | 2019-06-30 | Faculty of Arts, Board of the | Such other teachers as may be appointed to the Board by the Senate | Senate |
2011-12-01 | Faculty of Science, Board of the | The teachers who are members of the Faculty and who are full-time employees of the University | ||
2019-07-01 | 2020-06-30 | Faculty of Arts, Board of the | Such other teachers as may be appointed to the Board by the Senate | Senate |
2020-03-01 | 2022-02-28 | Discontinuation, Committee on | 1 member from each Faculty (Science) from a panel of three in order of precedence for a period of 2 years, renewable up to a maximum of 4 consecutive years | Science Faculty Board |
2009-06-01 | 2011-11-30 | Faculty of Science, Board of the | The teachers who are members of the Faculty and who are full-time employees of the University |