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Social and Behavioral Sciences Commons™
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Full-Text Articles in Social and Behavioral Sciences
Computer Play, Young Children And The Development Of Higher Order Thinking: Exploring The Possibilities, Irina M. Verenikina, Janice A. Herrington
Computer Play, Young Children And The Development Of Higher Order Thinking: Exploring The Possibilities, Irina M. Verenikina, Janice A. Herrington
Faculty of Commerce - Papers (Archive)
The aim of this paper is to explore and review current understanding of the potential of computer play to enhance young children’s cognitive development, as compared to the developmental value of traditional make-believe play in which children spontaneously engage during their early childhood years. Theories of play have identified many ways in which traditional play may advance children’s cognitive, social and emotional development. Recently, much traditional childhood play is being replaced by time spent on computer play, and often from a very early age. To produce software that is appealing to young children, designers aim to present content in a …
Learning Across Communities Of Practice: How Postgraduate Students Cope With Returning To Higher Education In An International Setting, L. Smith
Faculty of Commerce - Papers (Archive)
This paper is an exploratory case study into the way postgraduate students cope with the transition from the workplace to university in an international environment. It looks at how students move successfully between these two communities of practice, and the kind of learning that is involved in this process. As well as personal motivation, key factors found in boundary-crossing between the communities are multi-membership of communities and the use of identity as a bridge. Learning is found to involve a collateral transfer, or reconstruction, of knowledge in both directions. The study is intended to inform the development of a learning …
A Dual Graph Construction For Higher-Rank Graphs, And K-Theory For Finite 2-Graphs, Stephen Allen, David Pask, Aidan Sims
A Dual Graph Construction For Higher-Rank Graphs, And K-Theory For Finite 2-Graphs, Stephen Allen, David Pask, Aidan Sims
Faculty of Engineering and Information Sciences - Papers: Part A
Given a k-graph Λ and an element p of Nk, we define the dual k-graph, pΛ. We show that when Λ is row-finite and has no sources, the C*-algebras C*(Λ) and C*(pΛ) coincide. We use this isomorphism to apply Robertson and Steger's results to calculate the K-theory of C*(Λ) when Λ is finite and strongly connected and satisfies the aperiodicity condition.