Keynote Lectures
Keynote Lecture I
Prof Frank Voon
National University of Singapore, Singapore

Title: The neurocognition of reflection: The mystery in learning, the essence of teaching, from mystery to mastery.
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Keynote Lecture II
Prof John Mason
Open University & University of Oxford, UK

Title: Working with the whole psyche: What can a teacher do for students?
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Keynote Lecture III
Prof Berinderjeet Kaur
National Institute of Education, Singapore

Title: What’s the fuss about metacognition in the mathematics classroom?
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Keynote Lecture IV
Prof Anne Watson
University of Oxford, UK

Title: Reflecting on calculation: when drilling becomes fulfilling
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Keynote Lecture V
Dr Yeap Ban Har
Marshall Cavendish Institute & Pathlight School, Singapore

Title: Strategies to incorporate reflections in primary mathematics lessons
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Prof Frank Voon
CNational University of Singapore, Singapore

Title: The neurocognition of reflection: The mystery in learning, the essence of teaching, from mystery to mastery.

Abstract

Recent advances in medical and information technology have provided us with an insightful glimpse into the processes of the mind and the cognitive functions of the brain. Technology is also changing the way we learn, making everyone both a teacher and a student at the same time. The interesting challenge of teaching newer generations of students 25 years and younger is becoming increasingly multidimensional. These online citizens have grown up in a dominantly technological environment that has undergone rapid change in the 21st century. In addition, both the generation of online data and the ease of anywhere, anytime, mobile cloud computing with 24/7 wi-fi cell phone access to multimedia content has shifted the paradigm from teaching to learning, and from information creation to knowledge curation and distillation. This keynote presentation focuses on the learning paradigm and bases it on new ideas in the field of neurocognition, from how we can efficiently and effectively think through data to information to knowledge to mastery, through object definition and the experience of reality. There is a way to give a cup of confidence to a student, and it stretches from understanding to practice coupled along the course with an intellectual appreciation of symbolic representation (pattern formation) and teaching to learn based on question formulation rather than answer routines alone. All these have great implications for both students and teachers of Mathematics, in relating relevant new principles of Innovation, Numeracy, and Distraction and Differentiation to good practices in the classroom.