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- W2337873672 abstract "This article was prompted by a request from the editor of this journal to help him in drawing up a list of mathematics education problems equivalent to Hilbert's famous list of mathematical problems. My immediate response (see FLM Vol. 4, No. I) was to argue that there are considera ble differences between a problem in mathematics and one in mathematics education, and more importantly in what constitutes a ••solution In particular, I argue that a solu tion'' of a problem in mathematics education was almost of necessity (with the exception perhaps of questions relating to genetical or neurological factors) limited in both (geo graphical) space and time Solutions are set within specific contexts, relating to social conditions, such as society's attitudes towards education (and mathematics education in particular), to current knowledge and interpretations of mathematics and psychology, and to the state of technolog ical advancement As an afterthought I added that I believed the basic questions of mathematics education remained essentially constant; what differed was the appropriate solutions within a constantly changing set ting. My offer to exemplify this using references from a recently-published book, A history of mathematic educa tion in England [Howson, 1982], was accepted Before beginning to look at historical examples it is, I believe, of value to consider how I approached the prob lem. My first thoughts were to go through my book and see" @default.
- W2337873672 created "2016-06-24" @default.
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- W2337873672 date "2016-01-01" @default.
- W2337873672 modified "2023-09-23" @default.
- W2337873672 title "The Questions Remain the Same: Only the Solutions Change" @default.
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