Secondary and university mathematics: do they speak the same language? This project seeks innovative reasons for low progression rates of students in mathematical sciences subjects in Australia. It will examine students' symbol use at university and explore how it differs from the use at school. It will also examine links between students' response to increased symbolic load and their confidence to continue studying subjects with high mathematical content at university. Theoretical outcomes are ....Secondary and university mathematics: do they speak the same language? This project seeks innovative reasons for low progression rates of students in mathematical sciences subjects in Australia. It will examine students' symbol use at university and explore how it differs from the use at school. It will also examine links between students' response to increased symbolic load and their confidence to continue studying subjects with high mathematical content at university. Theoretical outcomes are expected to include new applications of epistemology and didactics theories and identification of key components of symbol load (for example, symbolic density, symbol familiarity) to describe how mathematical practices change with educational level. Practical outcomes are expected to include advice for educators with examples across the mathematical sciences.Read moreRead less
Reasonable Adjustments to Maths for Students with Intellectual Disabilities. Reasonable adjustments to secondary mathematics – parents want it, students need it, the Australian law requires it – but how do teachers achieve it? The aim of this project is to find ways to adjust, teach and assess secondary mathematics for students with intellectual and developmental disabilities. The significance of this study is in solving a problem facing teachers who are required by law to teach mathematics with ....Reasonable Adjustments to Maths for Students with Intellectual Disabilities. Reasonable adjustments to secondary mathematics – parents want it, students need it, the Australian law requires it – but how do teachers achieve it? The aim of this project is to find ways to adjust, teach and assess secondary mathematics for students with intellectual and developmental disabilities. The significance of this study is in solving a problem facing teachers who are required by law to teach mathematics without evidence informed approaches. Expected outcomes are an evidence-base for reasonable adjustments to secondary mathematics and approaches and strategies for teachers for inclusive practices. If ways for teaching year-level mathematics to learners with intellectual disability are developed, many more students may benefit.
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Investigating the relationship between teacher expectations, student persistence and the learning of mathematics. There is a culture in many classrooms in which teachers are encouraged by students to pose easy tasks. The project will explore what is needed to encourage students to embrace challenges and to persist even when tasks are difficult. The outcome will be enhanced mathematics learning and improved student confidence.
Enriching mathematics and science learning: an interdisciplinary approach. This international, longitudinal project aims to investigate the effectiveness of an innovative interdisciplinary learning approach in mathematics and science. Through collaborating primary schools in Australia and the United States of America (USA), it will investigate how students’ invention and transformation of representational systems can connect to support deeper reasoning and learning. The project will form the ba ....Enriching mathematics and science learning: an interdisciplinary approach. This international, longitudinal project aims to investigate the effectiveness of an innovative interdisciplinary learning approach in mathematics and science. Through collaborating primary schools in Australia and the United States of America (USA), it will investigate how students’ invention and transformation of representational systems can connect to support deeper reasoning and learning. The project will form the bases for new curricular designs that leverage students’ representational practices across science, technology, engineering and mathematics (STEM) disciplines to promote more robust and generative knowledge.Read moreRead less
Collaborative learning in Australia and China. This project aims to investigate aspects of learning for which “the social” is the most fundamental and useful level of explanation, modelling and instructional intervention. Interactive problem solving and learning are priorities in contemporary education, but have proven difficult to research. This project will use Australian and Chinese research facilities to investigate social interactions and classroom learning by strategically orchestrating co ....Collaborative learning in Australia and China. This project aims to investigate aspects of learning for which “the social” is the most fundamental and useful level of explanation, modelling and instructional intervention. Interactive problem solving and learning are priorities in contemporary education, but have proven difficult to research. This project will use Australian and Chinese research facilities to investigate social interactions and classroom learning by strategically orchestrating conditions for collaborative problem solving and knowledge construction by mathematics students in two very different cultures and pedagogical traditions. Outcomes from this project are expected to identify and optimise the function of social interaction in learning.Read moreRead less
Exploring mathematical sequences of connected cumulative challenging tasks. This project aims to enhance the mathematics outcomes of Australian students by researching teaching approaches that utilise sequences of cognitively challenging tasks that build connections between key mathematical ideas whilst developing depth, flexibility and transfer of knowledge. The project expects to build new understandings in the ways in which mathematics is learned by 5-8 year-olds and will provide mathematics ....Exploring mathematical sequences of connected cumulative challenging tasks. This project aims to enhance the mathematics outcomes of Australian students by researching teaching approaches that utilise sequences of cognitively challenging tasks that build connections between key mathematical ideas whilst developing depth, flexibility and transfer of knowledge. The project expects to build new understandings in the ways in which mathematics is learned by 5-8 year-olds and will provide mathematics leaders and teachers with the strategies and tools to improve student learning. Outcomes include a series of empirically-tested sequences of challenging tasks for use by all education sectors, new approaches to teacher learning and improved student mathematics learning that will benefit Australia's social and economic needs.Read moreRead less
Primary teachers' adaptive expertise in interdisciplinary maths and science. This project aims to investigate the development of primary teachers’ adaptive expertise in interdisciplinary mathematics and science. As a critical component of quality teaching, adaptive expertise is essential for teachers to innovate their teaching to enhance student learning and interest, yet little is known about its development. The project aims to explore how adaptive expertise can be fostered through classroom i ....Primary teachers' adaptive expertise in interdisciplinary maths and science. This project aims to investigate the development of primary teachers’ adaptive expertise in interdisciplinary mathematics and science. As a critical component of quality teaching, adaptive expertise is essential for teachers to innovate their teaching to enhance student learning and interest, yet little is known about its development. The project aims to explore how adaptive expertise can be fostered through classroom innovations purposefully co-designed by teachers and researchers in the context of interdisciplinary mathematics and science. Expected outcomes include a better theoretical understanding of adaptive expertise in the context of interdisciplinary mathematics and science to benefit teacher learning and improve student outcomes.Read moreRead less
The Lexicon Project: Analysing pedagogical naming systems from different cultures to reconceptualise classroom practice and advance educational theory. Classrooms remain the principal site of institutionalised learning. Their cultural specificity poses challenges for international comparative research. New approaches are needed. Internationally, our educational theories, research and descriptions of practice are framed in English, which names some aspects of the classroom, but ignores key aspect ....The Lexicon Project: Analysing pedagogical naming systems from different cultures to reconceptualise classroom practice and advance educational theory. Classrooms remain the principal site of institutionalised learning. Their cultural specificity poses challenges for international comparative research. New approaches are needed. Internationally, our educational theories, research and descriptions of practice are framed in English, which names some aspects of the classroom, but ignores key aspects named in other languages. This limits our capacity to access, connect and adapt the wisdom of other cultures. The Lexicon Project will initiate cross-cultural dialogue to identify pedagogical terms from selected Asian and European educational communities and use these as analytical tools to categorise, interrogate and enrich our classroom practice, classroom research, and educational theorising.Read moreRead less
Enhancing numeracy learning and teaching across the curriculum. Leaving school without an adequate level of numeracy has devastating consequences for young people's life chances. This project will implement a rich approach to numeracy across the curriculum in Years 3, 5, 7 and 9 with the aim of improving students' numeracy learning outcomes and teachers' confidence with and understanding of numeracy.