Titlebook: Maple V: Mathematics and its Applications; Proceedings of the M Robert J. Lopez Conference proceedings 1994 Springer Science+Business Media

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Conference proceedings 1994ted papers. A careful inspection of author affiliations will reveal that they come from North America, Europe, and Australia. In fact, fifteen come from the United States, two from Canada, one from Australia, and nine come from Europe. Of European papers, two are from Ger­ many, two are from the Net

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“Turtle Graphics” in Maple V.2.Further on we shall show how using an implementation that is based upon floating point arithmetic, can be unsuitable even for dealing with problems in elementary Geometry. Details concerning how exact arithmetic is treated in our implementation are given. Clarifying examples are also included.

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Enlivening the Mathematics Curriculum with Mapleatics at RMIT. Some discussion is given of the changes in both teaching methods and subject content brought about by the use of Maple. The results of a student questionnaire and an analysis of student performance in one of the higher-year engineering mathematics subjects are also presented.

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e contributed papers. A careful inspection of author affiliations will reveal that they come from North America, Europe, and Australia. In fact, fifteen come from the United States, two from Canada, one from Australia, and nine come from Europe. Of European papers, two are from Ger­ many, two are fr

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Denotational Semantics Applied to the Typesetting of Maple Expressionsn, but are not in any kind of format that is both transferable and typographically useful. Here, the concepts of denotational semantics are applied to the problem of exporting Maple expressions to FrameMaker via MIF (Maker Interchange Format) files.

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lmogorov complexity (plain, conditional, prefix), Solomonoff universal a priori probability, notions of randomness (Martin-Löf randomness, Mises–Church randomness), and effective Hausdorff dimension. We prove their basic properties (symmetry of information, connection between a priori probability an