# Faculty Profile

**ANG Keng Cheng**, an Associate Professor of Mathematics Education academic group of NIE, received his PhD in Applied Mathematics from The University of Adelaide (Australia). In his doctoral thesis, he developed a number of mathematical models of blood flow through partially blocked arteries using computational techniques, and proposed better means of understanding the progression of arterial diseases. Since then, he has worked on and published papers related to mathematical modelling in various medical and biological settings, as well as computational methods in partial differential equations. More recently, his research interests have also included the teaching and learning of mathematical modelling in schools

**Berinderjeet KAUR** is a full professor of Mathematics Education at the National Institute of Education in Singapore. Her research interests include cognition and affect related to mathematical problem solving; classroom practices of expert and novice teachers; teacher learning and development of expertise viz-a-viz empirical studies of professional development programmes, professional learning communities and communities of practice. She is also interested in secondary analysis of data from comparative studies in mathematics education such as PISA and TIMSS.

**CHEANG Wai Kwong** is a lecturer at the Mathematics and Mathematics Education Academic Group, National Institute of Education. He obtained his doctorate in statistics at the University of Wisconsin-Madison. His dissertation examined the issues on estimation of time series regression model. His research interests include time series modelling and the use of software in statistics teaching.

**CHENG Lu Pien**, received her PhD in Mathematics Education from the University of Georgia (U.S.) in 2006. She is an assistant professor with the Mathematics and Mathematics Education Academic Group at the National Institute of Education (NIE), Nanyang Technological University, Singapore. She specializes in mathematics education courses for primary school teachers. Her research interests include the professional development of primary school mathematics teachers, tools and processes in mathematics education programmes for pre-service teachers. Her research interests also include children's thinking in the mathematics classrooms.

**CHUA Boon Liang**, is an Assistant Professor in mathematics education at the National Institute of Education, Nanyang Technological University in Singapore. He holds a PhD in Mathematics Education from the Institute of Education, University College London, UK. Given his experience as a classroom teacher, head of department and teacher educator, he seeks to help mathematics teachers create a supportive learning environment that promotes understanding and inspire their students to appreciate the beauty and power of mathematics. With his belief that students’ attitudes towards mathematics are shaped by their learning experiences, he hopes to share his passion of teaching mathematics with the teachers so that they make not only their teaching more interesting but also learning mathematics an exciting and enjoyable process for their students.

**Dawn NG** is a senior lecturer in the Mathematics and Mathematics Education Academic Group at the National Institute of Education. She is involved in teacher professional development at both primary and secondary levels. Her research interests include the use of contextualised tasks in the teaching and learning of mathematics, assessment modes in mathematics and fostering students’ mathematical thinking and metacognition. She has shared her research findings in conferences, workshops and journals. She has reviewed articles for several journals and conference proceedings. She is also a member of the International Community of Teachers of Mathematical Modelling and Applications as well as the Mathematics Education Research Group of Australasia.

**DONG Fengming** received his Ph.D. in mathematics from National University of Singapore in 1997. He is now an associate professor at the National Institute of Education, Nanyang Technological University. His research interests are in graph theory and matroid theory, especially in the study of the relationship between structures and polynomials of graphs and matroids. He has published three books and more than 50 research papers, including papers solving some open conjectures (one is called the shameful conjecture on chromatic polynomials), in reputed journals

**Eric CHAN** holds a Ph.D in Mathematics Education from the Nanyang Technological University, Singapore. His thesis investigates the mathematical modelling process of primary 6 pupils in a problem-based learning setting. His areas of interest include children’s mathematical problem solving, learning difficulties and engagement in model-eliciting activities.

**HO Weng Kin** received his Ph.D. in Computer Science from The University of Birmingham (UK) in 2006. His doctoral thesis proposed an operational domain theory for sequential functional programming languages. He specializes in programming language semantics and is dedicated to the study of hybrid semantics and their applications in computing. Notably, he solved the open problem that questions the existence of a purely operationally-based proof for the well-known minimal invariance theorem of (nested) recursive types in Fixed Point Calculus. His research interests also include domain theory, exact real arithmetic, category theory, algebra, real analysis and applications of topology in computation theory.

**Jaguthsing DINDYAL** is an Associate Professor at the National Institute of Education, Nanyang Technological University in Singapore. He holds a PhD from Illinois State University and has prior experience in teaching mathematics in schools. He currently teaches mathematics education courses to both pre-service and in-service teachers. He has varied research interests which amongst others include: reasoning and proof, problem solving, geometric and algebraic thinking, international comparative studies, mathematics teacher education and curriculum studies in mathematics.

**Joseph YEO Boon Wooi ** holds a PhD in Mathematics Education and a PGDE (Distinction) from National Institute of Education, Nanyang Technological University, Singapore, and a BSc (First Class Honours) from University of Canterbury, New Zealand. His research interests include the use of guided-discovery approach, mathematical investigation, problem-based learning, and ICT (such as Geometer's Sketchpad, GeoGebra and LiveMath) in the teaching and learning of mathematics; statistics education; innovations in teaching, including the use of mathematical and logical games, puzzles, comics, real-life examples and applications, video clips, songs, story-telling, magic tricks, and enrichments to arouse student’s interest in mathematics; and the use of alternative assessment (such as problems in real-world contexts, open-ended problems, journal writing, problem posing and performance tasks) in assessing student learning.

**Joseph YEO Kai Kow** is a faculty member in the Mathematics and Mathematics Education Academic Group at the National Institute of Education, Singapore. His research interests include mathematical problem solving in the primary and secondary levels, mathematics pedagogical content knowledge of teachers, mathematics teaching in primary schools and mathematics anxiety.

**KOAY Phong Lee** holds a Ph.D from the Queensland University, Australia. Her areas of interest include the teaching and learning of mathematics in primary schools; problem solving and mathematics investigation; comparative studies in mathematics education.

**LEE Ngan Hoe** is an Associate Professor at the National Institute of Education. He holds a BSc (First Class Honours in Pure Mathematics) from Monash University, Australia, a Dip Ed (Distinction) from Institute of Education, Singapore, a MScEd (Curriculum and Instruction – Mathematics Education) from Southern Illinois University at Carbondale, USA, and a PhD in Education from Nanyang Technological University, Singapore. His publication and research interests include the teaching and learning of mathematics at primary and secondary levels, covering areas such as mathematics curriculum development, metacognition and mathematical problem solving / modelling, technology and mathematics education, and textbooks and mathematics education.

**LEONG Yew Hoong** obtained his PhD in Mathematics Education from the University of Melbourne. He is interested in mathematics education research that ‘works’ in classrooms, and other related fields such as teacher education, classroom research, problem solving. The research in these areas is published in a number of international journals.

**NG Swee Fong** is an Associate Professor at the National Institute of Education, Nanyang Technological University, Singapore. She holds a master and a PhD in mathematics education, both from the University of Birmingham, United Kingdom. Her general interests include how teacher’s pedagogical content knowledge influence the nature of questions and the choice of examples used to support the teaching and learning of mathematics across the curriculum. The teaching and learning of algebra is her special interest.

**NG Wee Leng** holds a Master of Science degree, a Master of Education degree and a PhD degree in mathematics. His main area of expertise is the use of information and communications technology, including graphing calculators and computer algebra systems, in teaching and learning mathematics and he was the principal investigator of the funded research project Teaching and Learning Calculus with the TI-Nspire. His research interests also include the role of ancient Chinese mathematics in the mathematics curriculum and nonabsolute integrals on metric spaces.

**Paul M.E. SHUTLER** holds a BA from the University of Cambridge and a PhD from the University of Oxford, United Kingdom. His research interests include computer modelling of discrete systems in statistical physics and combinatorial optimisation; analysis of hardware dependence in computer algorithms; design of coded aperture masks, decoding methods, signal to noise ratios.

**TAY Eng Guan** teaches Mathematics and Mathematics Education at the NIE in Nanyang Technological University, Singapore. His research interests are also in both areas and include Graph Theory (directed graphs in particular, and some work with Dong Fengming in graph polynomials), mathematical problem solving and mathematical curriculum development. He is interested in realising good mathematics, problem solving skills and thinking habits in the school mathematics curriculum.

**TEO Beng Chong** received his Ph.D. in Mathematics from The University of Iowa (USA) in 1992. His research interests are in geometry, computer modeling and computer simulation. He is also interested in the designing and developing of IT tools, applications and interactive contents for the teaching and learning of primary and secondary mathematics. Currently, he is leading a team of specialists in undertaking translation and scaling work for technology based educational research towards sustainable implementation and transformation of classroom practices across schools in Singapore.

**TEO Kok Ming** received his Ph.D. in Mathematics from The University of Michigan (Ann Arbor) in 1994. His doctoral thesis studied the homological properties of certain class of non-commutative Noetherian rings and of Sklyanin algebras. He has also done research in wavelet theory, focusing particularly in periodic wavelets, and his publications are mainly in this area. He is currently interested in the teaching and learning of undergraduate mathematics; in particular, on misconceptions and learning difficulties of abstract mathematical concepts in calculus, linear algebra and abstract algebra, and in exploring ways to address these issues.

**TOH Pee Choon** received his PhD from the National University of Singapore in 2007. He is currently an Assistant Professor at the National Institute of Education, Nanyang Technological University. His main research interest is Number Theory, specifically the theory of partitions, modular forms and elliptic functions. He is also interested in problem solving, the teaching of mathematics at the undergraduate level, as well as the use of technology in teaching.

**TOH Tin Lam** is an Associate Professor in the Mathematics & Mathematics Education Academic Group in the National Institute of Education, Nanyang Technological University. He is involved in research in both mathematics and mathematics education. His research interest in Mathematics involves using the generalized Riemann (or Henstock) approach in developing theory on stochastic integration and stochastic differential equations. His research interest in mathematics education includes teaching problem solving in school mathematics classrooms.

**YAP Sook Fwe** is a senior lecturer in the Mathematics and Mathematics Education Academic Group of National Institute of Education. Her research interests include statistical data analysis, statistics education, Mathematics pedagogy and Mathematics teacher education.

**ZHAO Dongsheng** received his BSc and MSc from Shaanxi Normal University and PhD from University of Cambridge. His research interests have been in order structures (domains and special posets and lattices), topology (general topology and intrinsic topologies on partially ordered sets) and real analysis (generalized Riemann integrals, Baire class one functions). Currently he is particularly interested in the maximal point spaces of general posets and the structure of Scott closed set lattices.

**ZHU Ying** is assistant professor in the department of mathematics and mathematics education of NIE at NTU. She received a BSc in Statistics and Probability from Fudan University, an MSc in Applied statistics from University of Oxford and a PhD in statistics from University College London. She has also got industry experience at ACNielsen and PricewaterhouseCoopers (PwC) as statistician and senior analyst. Her research interests include multivariate classification of high-dimensional data and image processing. For many years she has been working on developing these statistics methodologies with applications to biomedical areas, such as early cancer diagnosis and herbal medicine discrimination.