Master of Arts in Mathematics and Pedagogy
Programme Code
A1M085
Study Mode
One-year Full-time
Programme Leader
Dr. Zhang Qiaoping
Programme Enquiries
2948 7824
Programme Leaflet
Programme Overview & Programme Aims
The programme emphasises Mathematics subject knowledge, innovative pedagogical practices and flexible teaching environments. It is designed for Mathematics teachers who are looking for an opportunity to further their mathematical knowledge and to apply such knowledge to the learning and teaching of mathematics in the school settings. It aims to enable the participants to become competent mathematics teachers and enhance their upward mobility in the teaching career.
This programme aims to:
(1) Broaden students' knowledge in Mathematics;
(2) Help students realise how to teach Mathematics in schools from an advanced mathematical standpoint;
(3) Expose students to different classroom environments and innovative pedagogical practices in Mathematics;
(4) Cultivate synergy between subject knowledge and pedagogy in Mathematics; and
(5) Foster students' critical thinking to enable them to become reflective practitioners.
For current students, please find the below for the Programme Handbook and Course Outlines (login required).
Programme Structure and Curriculum
The programme comprises 24 credit points (cps). Each course is worth 3 cps. Students normally take one year (Full-time) to complete the programme. They need to attend an average of four classes per week which may be held in the daytime/evening on weekdays and/or Saturdays at the Tai Po Campus, Tseung Kwan O Study Centre, Kowloon Tong Satellite Study Centre and/or North Point Study Centre as decided by the University.
Mathematical Studies |
12 cps |
|
Core Courses |
Algebra and Number Theory |
3 |
|
Foundations of Geometry |
3 |
|
Probability and Statistics |
3 |
Choose one from the following electives# |
||
Elective Courses |
Calculus and Mathematical Modelling# |
3 |
|
Combinatorics and Graph Theory# |
|
Pedagogy in Mathematics |
12 cps |
|
Core Courses |
Instructional Design in Mathematics |
3 |
|
Technology for Mathematics Teaching: An Inquiry Approach |
3 |
|
History and Pedagogy of Mathematics |
3 |
Choose one from the following electives@ |
|
|
Elective Courses |
Mathematical Thinking and Assessment@ |
3 |
|
Data Mining in STEM Education@ |
|
|
Artificial Intelligence in Education@ |
|
Total Credit Points |
24 |
Courses
This course provides an introductory overview of basic Number theory and Modern Algebra. It provides an opportunity for students to learn algebraic structures in Mathematics and to develop students’ ability to apply the strategies, techniques and theorems learned in this course to solve problems in Mathematics, and to appreciate the beauty, unity and necessity of abstraction of mathematical concepts.
This course aims to introduce various approaches to the study of mathematical ideas, properties, and relationships in geometry with specific emphasis on Euclidean geometry and its insights extended to non-Euclidean geometries.
This course will broaden the students’ understanding of geometry and its implications, and provide a rigorous treatment on the foundation of Euclidean geometry. Topics in Euclidean Geometry including Euclid’s Elements, congruence, geometric inequalities, parallelism, the Pythagorean Theorem are studied from an advanced standpoint. The approach to the material will be axiomatic and proofs will be required throughout. Incidence Geometry will be introduced to show how axioms affect geometric structure.
A brief treatment on non-Euclidean geometry together with the historical development of these areas will provide students with a fuller understanding of the evolution and application of mathematical concepts.
This course will equip school teachers with a sound knowledge of geometry as well as a deep understanding of its important role in problem-solving. They will gain from this course both competence and confidence to teach school geometry.
This course aims at introducing students to the basics of statistics, including standard probability distributions, sampling distributions, parameter estimations, inference and statistical decision based on hypothesis testing. This course provides an introductory overview of probability and statistics. The basics of random variables are introduced. With these basics in place, concepts of sampling distributions and techniques of data analysis and hypothesis testing are then introduced and discussed.
This course introduces students to the basics of mathematics teaching. Curriculum reform around the world has come to a consensus that mathematics education should prepare students to be competent mathematical problem solvers as well as critical thinkers. To this end, covering the whole syllabus and working on a variety of mathematical problems do not constitute of whole spectrum of work of a professional mathematics teacher. Coupled with sound mathematical knowledge, mathematics teachers are expected to facilitate students to develop meanings for and from their mathematical experiences. This course seeks to equip teachers with the necessary background knowledge and skills to accomplish this.
This course aims to introduce the use of ICT in teaching and learning school mathematics guided by an inquiry approach. Through questioning, investigation, and experimentation with mathematical concepts, students will develop knowledge and insight in the technological pedagogical content knowledge of mathematics. This course extends the learning of the course “Instructional Design in Mathematics” into the specific domain of application of ICT.
The course starts with an introduction to the socio-cultural framework of learning community and inquiry, and the pedagogical significance of using ICT in the mathematics classroom. These will be followed by introducing students to different ICT environments in mathematics education that are relevant to school mathematics; specifically, calculator, spreadsheet, dynamic geometry, graphing, dynamic statistic and web-based resources. Students will engage in using different ICT environments to explore school mathematics concepts and design teaching tasks under an inquiry and collaborative approach.
History and Pedagogy of Mathematics (HPM) is one of the main areas of studies of the ICMI (International Commission on Mathematical Instruction). The development of mathematics and mathematics education in relation to history of mathematics will be discussed in this course. It focuses on topics such as the development of number systems, arithmetic, geometry and algebra in ancient China, as well as their influences on mathematics education.
We aim to let students learn practical and modelling skills, beyond elementary calculus, in solving various daily life problems that are originally raised from different dynamical situations. This course will enable students to experience the different kinds of modelling techniques to solve real life problems in various situations. Practical applications and approaches will be employed with the aids of problem solving techniques in differential equations and difference equations while optimization and numerical techniques will also be introduced.
This course aims at equipping participants with a complete picture of counting techniques and combinatorial reasoning. Topics including inclusion-exclusion principles, generating functions and recurrence relations will be introduced. Modeling with graphs and directed graph and solving real-life problems with graph algorithms are another emphasis of the course. Algorithmic complexity will also be discussed in the classes.
Mathematical thinking is an important domain for studying cognitive development in children and an essential topic of formal instruction in schools. Mathematical achievement changes markedly as children progress through school, and differences among individuals often are striking. This course is designed to enable students to understand how children gain mathematical knowledge, and to further their own mathematical development. It focuses on the models of mathematics learning and cognitive development, as well as the assessment of students’ understanding and applications of mathematical concepts.
This course provides an overview of data mining and the fundamental concepts of STEM education. Data mining is increasingly being used to improve teaching and learning process and educational pedagogy. Teachers can use the discovered knowledge from data mining models to solve educational problems. This course covers data preprocessing, data visualization, probability and statistics for establishing the algorithms for association, classification and clustering. It also covers the concepts of STEM education for students to design STEM learning activities and discuss the social and moral issues related to STEM education. Some examples of data analytics in STEM applications are presented.
This course aims to equip students with the foundational and advanced knowledge of artificial intelligence coupled with an emphasis on its principles and practices in the educational setting. It also provides opportunities for students to analyse the impacts of artificial intelligence on education, and to examine its ethical and social issues. This course discusses both contemporary and emerging technologies of artificial intelligence, including but not limited to intelligent agents, problem solving, knowledge and reasoning, computer vision, robotics, natural language processing, chatbots, voice assistance, and affection detection. Frameworks for integrating education and artificial intelligence, emerging applications of artificial intelligence in education will be introduced. Ethical and social issues in artificial intelligence applications and development will be discussed.
Medium of Instruction
The medium of instruction is English supplemented with Chinese.
Credit Transfer
Credit Transfer may be granted for courses completed successfully at the University previously or another accredited tertiary institution. The exact study duration and number of credit points to be transferred will depend on the qualifications of individual applicants. The total number of credit points transferred cannot exceed 50% of the total number of credit points (i.e. not exceed 12 cps) of the programme. Applications will only be considered on a case-by-case basis, preferably within the first two weeks of each semester in each academic year.
Entrance Requirements
The minimum entrance requirements for this programme:
(1) A recognized Bachelor’s degree, preferably in subject areas other than Mathematics.*
(2) Obtained in the HKALE Grade E or above in Mathematics or in HKDSE Level 4 or above in Mathematics (Compulsory Part), or an equivalent qualification in Mathematics *
(3) Applicant whose Bachelor’s degree is obtained from a non-English speaking institution should normally fulfill one of the following minimum English proficiency requirements**:
a. IELTS 6.0***; or
b. Grade C or above in GCSE / GCE OL English; or a TOEFL score of 80 (internet-based test)***; or
c. Band 6 in the Chinese Mainland’s College English Test (CET) (a total score of 430 or above and the test result should be valid within two years) ***; or
d. Other equivalent qualifications.
* Applicant who had studied some Mathematics (or Mathematics related) courses in the undergraduates or former Colleges of Education may also be considered.
**The result of IELTS / TOFEL should be taken in test centres. Test taken online such as IELTS indicator / IELTS Online and TOFEL home-edition, Duolingo test, or PTE are NOT recognized for the English proficiency requirements of MA(MP).
***The result of IELTS / TOFEL / CET6 provided should be within two years. The test must be obtained on or after 1 Jan 2023 for the 2025/26 intake.
Tuition Fee
This programme is offered on a self-financed basis. The tuition fee is HK$145,400 for the whole programme, which is provisional and subject to adjustment. Tuition fees paid are normally not refundable or transferable.
Fellowships Scheme
This programme in the priority area of “Research” is one of the programmes listed under the Targeted Taught Postgraduate Programmes Fellowships Scheme for 2024 intake. Local students admitted to this programme in full-time or part-time mode may be invited to submit applications for the fellowships.
The fellowship students will be required to pay a minimum tuition fee of HK$42,100.
For the latest details, please visit the Graduate School’s website and the UGC website .
Additional Support to Students for Enhancing Research Capacity
To support the students of Master of Arts in Mathematics and Pedagogy [MA(MP)] for producing quality outputs and gaining international exposure, the Additional Support to Students for Enhancing Research Capacity will be provided by the MIT department. Details will be announced at the beginning of each academic year.
Disclaimer
Course Level
Any aspect of the courses and course offerings (including, without limitation, the contents of the course and the manner in which the course is taught) may be subject to change at any time at the sole discretion of the University if necessary. Without limiting the generality of the University’s discretion to revise the courses and course offerings, it is envisaged that changes may be required due to factors including staffing, enrolment levels, logistical arrangements, curriculum changes, and other factors caused by change of circumstances. Tuition fees, once paid, are non-refundable.
Programme Level
Every effort has been made to ensure the accuracy of the information contained in this website. Changes to any aspects of the programmes may be made from time to time as due to change of circumstances and the University reserves the right to revise any information contained in this website as it deems fit without prior notice. The University accepts no liability for any loss or damage arising from any use or misuse of or reliance on any information contained in this website.
For Self-financed Postgraduate Programmes
EdUHK, has not collaborated with any agency in Mainland China or Hong Kong on admission, and does not encourage students to entrust their applications to any third-party agents and we always contact applicants directly on updates regarding the applications. You must complete and submit your own application via the EdUHK online admissions system and provide your own personal and contact details. Please refer to the official EdUHK channels, such as programme websites and the admissions system, for the required information to complete your application.
Application and Enquiries
Interested applicants please submit your application via EdUHK Online Application Systems. Prior to your submission, please visit https://www.eduhk.hk/acadprog/postgrad.html for detailed application and admission information.
Should you have enquiries, please do not hesitate to email us at: mamp@eduhk.hk
Programme Code
A1M085
Study Mode
One-year Full-time
Programme Leader
Dr. Zhang Qiaoping
Programme Enquiries
2948 7824
Programme Leaflet