FACT SHEET RESEARCH Improving transitions between home and school mathematics in Papua New Guinea: Elementary teachers’ technology-enhanced professional learning for quality teaching of Culture and Mathematics using local languages and cultural practices Focus 2: How can technology assist professional learning? 2a) Has technology, infrastructure, costs changed sufficiently to permit this? 2b) How can technology/video enhance this understanding? Description During 2013-16, Dr Kay Owens with colleagues from the University of Goroka and a linguist/teacher from Charles Darwin University is undertaking a research project funded by the Australian Development Research Award on a design of principles for teaching cultural mathematics and a design for technologyenhanced professional learning appropriate for remote areas of Papua New Guinea. This is a design-based research project. Objectives Focus 1: What are appropriate guidelines for elementary teachers to recognise and use cultural mathematical proficiencies for transition to school mathematics? 1a) Can past research be converted to guidelines for the many languages and ecologicies of PNG? 1b) Can linguistic guidelines be developed to guide communities to determine appropriate vernacular phrases for school mathematical concepts? 1c) How do the guidelines need refining for elementary teachers to understand? www.csu.edu.au/research/ripple Methods This project focuses on how to assist elementary teachers in remote areas through professional learning using a set of key ideas and examples. The intention is to provide the professional learning on a touch-screen laptop with solar power so that the teacher is motivated to learn. However, the initial implementation is by face-to-face workshops at a single or cluster of schools. Three different ecologies are involved: highlands, coastal, and inland in coastal provinces. The design of key ideas is implemented in a workshop, evaluated, refined, implemented and re-evaluated. Observations, reflection, and participant evaluation at workshops plus follow-up data from teacher questionnaires, teacher one-to-one interviewing of four children and two parents plus return visits to schools will provide evaluation data. After the first workshop implementation incorporating a manual, videos, mathematics readers, appropriate activities and an opportunity for practice in preparing inquiry method learning plans and assessing children, we slightly modified the principles and developed the model. The key principles are: • Mathematics in cultural activities • Cultural capacity and partnerships • Activities appropriate for children—play and inquiry through investigation • Mathematical ways of thinking • Early mathematical ways of thinking in young children • Early mathematical development activities • Language treasures (there are 800 plus languages and cultures in PNG) • Assessing, reporting and planning The second design to be evaluated is related to technology enhancement. Some of the key principles are: • • • • Sustainability Ease of use Engaging the teachers to both read the professional learning materials and engage in preparing and implementing mathematics lessons by using local languages and cultural practices Build a community of practice of teachers implementing this approach Policy implications and anticipated outcomes The project aims to: • • • • • • • • • build capacity for elementary teachers, provincial elementary trainers and preservice teacher educators provide a model for further professional learning and development of standards among teachers through a community of practice that is connected by technology provide capacity for research and involve PNG researchers in the global community of researchers in ethnomathematics in which PNG can be a major contributor establish a professional learning that integrates culture, language and mathematics in a multilingual society develop a design that will be useful for other Indigenous communities support the values and processes of learning numeracy in the vernacular provide a continuity between home and school mathematics strengthen education and Indigenous identity, to improve the transitions, and to do this well for mathematics offer a means of planning to teachers so they can be professional at the beginning school level Challenges • • • • • • • Landslides, responses to elections, differences in expectations of visits, and remoteness of sites The thirst for professional learning resulting in unexpected numbers in remote field workshops Support of the team, their communities, SIL PNG VERA course Time for project and length of workshop Teachers’ opportunities to use English and undertake initial teacher education Local languages changing Professional level required for undertaking the planning using the inquiry method www.csu.edu.au/research/ripple • • Recognising mathematical ways of thinking in cultural activities and turning these into appropriate mathematical inquiry for young children Enthusiasm to extend the reach of the project stretching our time, budget and opportunities for influencing policies Achievements • • • Published refereed research papers and delivered papers at International Conference on Pure and Applied Mathematics, Lae, PNG, illustrating team’s growth in research capacity Multicultural research team working together Production of comprehensive manual, readers, computer-enhancement, videos, making research available to teachers Contact Dr Kay Owens Charles Sturt University Locked Bag 49 Dubbo NSW 2830 Australia Tel: +61 2 68857352 Email: [email protected] www.csu.edu.au/research/ripple Vagi Bino, [email protected] Priscilla Sakopa, [email protected] Geori Kravia, [email protected] Susie Daino, [email protected] Kevin Kemito Me’e, [email protected] Dr Samuel Kopamu, [email protected] Dr Cris Edmonds-Wathen, [email protected]
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