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  1. No Access

    Article

    The pupil's view of mathematics learning

    This article reports an exploratory study which set out to examine how 14-year-old pupils perceive good and bad learning experiences in school. In particular, it describes the significant features in learning ...

    Celia Hoyles in Educational Studies in Mathematics (1982)

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    Article

    What is the point of group discussion in mathematics?

    This paper sets out the implications of using pupil-pupil discussion within mathematics classrooms and describes the different ways that such discussion might promote mathematical understanding. It distinguish...

    Celia Hoyles in Educational Studies in Mathematics (1985)

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    Article

    What is the point of group discussion in mathematics?

    This paper sets out the implications of using pupil-pupil discussion within mathematics classrooms and describes the different ways that such discussion might promote mathematical understanding. It distinguish...

    Celia Hoyles in Educational Studies in Mathematics (1985)

  4. No Access

    Article

    Scaling a Mountain — A study of the use, discrimination and generalisation of some mathematical concepts in a LOGO environment

    The paper will describe pupils’ engagement in mathematical activity, in collaboration with a partner, in an exploratory LOGO programming environment. It will focus on how initial pupil conceptions become progr...

    Celia Hoyles in European Journal of Psychology of Education (1986)

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    Article

    The computer as a mediating influence in the development of pupils’ understanding of variable

    Within a Logo environment, pupils routinely use the notion of variable. However, the process by which they come to develop understandings is more problematic. In this paper we describe a series of situations i...

    Richard Noss, Celia Hoyles in European Journal of Psychology of Education (1988)

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    Chapter

    Develo** Mathematical Knowledge Through Microworlds

    This chapter sets out to examine some aspects, both positive and negative, of the role of the computer in the learning of mathematics. The computer is not a unitary object. Its effects depend on the user inter...

    Celia Hoyles in Mathematical Knowledge: Its Growth Through Teaching (1991)

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    Article

    A pedagogy for mathematical microworlds

    In this paper we attempt to map out some relationships between pedagogy and student behaviour in a mathematical microworld. We illustrate our analysis by a series of episodes which occurred in a Logo-based mic...

    Celia Hoyles, Richard Noss in Educational Studies in Mathematics (1992)

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    Chapter and Conference Paper

    Microworlds/Schoolworlds: The Transformation of an Innovation

    This chapter is about microworlds - about computational worlds where mathematical ideas are expressed and developed. It will seek to show how the very essence of these worlds is moulded and shaped by the disco...

    Celia Hoyles in Learning from Computers: Mathematics Education and Technology (1993)

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    Chapter and Conference Paper

    Deconstructing Microworlds

    This paper clarifies the meaning of “microworld” and shows how several microworlds are important environments in hel** students learn mathematics (including notions of ratio and proportion). The proposed fra...

    Celia Hoyles, Richard Noss in Advanced Educational Technologies for Mathematics and Science (1993)

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    Book and Conference Proceedings

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    Chapter and Conference Paper

    Computers and Exploratory Learning: Setting the Scene

    Exploratory learning names a family of approaches to education that share principles like the following:

  12. • Learners can take substantial control of their own learning. We s...

  13. Andrea A. diSessa, Celia Hoyles, Richard Noss in Computers and Exploratory Learning (1995)

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    Chapter and Conference Paper

    Thematic Chapter: Exploratory Software, Exploratory Cultures?

    This paper maps out and attempts to explain the common pattern of reaction to exploratory computer-based learning environments. From the point of view of the student and student-software interaction, five comm...

    Celia Hoyles in Computers and Exploratory Learning (1995)

  15. Article

    Stieg Mellin-Olsen

    Celia Hoyles, Marilyn Nickson in Educational Studies in Mathematics (1995)

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    Book

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    Article

    Software criticism

    Al Cuoco, Celia Hoyles in International Journal of Computers for Mathematical Learning (1996)

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    Chapter

    Visions of the Mathematical

    Mathematics: the science of space and number, the study of pattern and structure, the queen of sciences. To think mathematically affords a powerful means to understand and control one’s social and physical rea...

    Richard Noss, Celia Hoyles in Windows on Mathematical Meanings (1996)

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    Chapter

    Tools and Technologies

    It has become part of accepted educational wisdom that the computer by itself cannot fundamentally change either what is learned or how, and that issues of learning and teaching are dependent on more than the ...

    Richard Noss, Celia Hoyles in Windows on Mathematical Meanings (1996)

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    Chapter

    Webs and Situated Abstractions

    In Chapter 2 we laid the foundation stones of our work and saw the problematisation of dichotomies such as formal/informal, concrete/abstract, contextualised/decontextualised as our primary challenge. We quest...

    Richard Noss, Celia Hoyles in Windows on Mathematical Meanings (1996)

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    Chapter

    Cultures and Change

    There is a substantial literature which has explored educational innovation and change from political and cultural perspectives (see, for example, House, 1974; Rudduck, 1991). It indicates clearly that even wh...

    Richard Noss, Celia Hoyles in Windows on Mathematical Meanings (1996)

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    Chapter

    A Window on Schools

    In the previous chapter, we tried to develop a picture of the teachers’ view of change, by synthesising cognitive and cultural perspectives through the construction of our caricatures. We are aware that our an...

    Richard Noss, Celia Hoyles in Windows on Mathematical Meanings (1996)

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