Proceedings of the Sixth International Conference on APL - APL '74 1974
DOI: 10.1145/800269.810845
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The use of APL in the teaching of probability

Abstract: This paper discusses the use of APL both as a mathematical notation and also as a programming language in an introductory course in probability.

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Cited by 3 publications
(4 citation statements)
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“…Although the present paper has focused on social science research applications, the interactive nature and algebraic format of APL also promise educational benefits (Smillie, 1974). Operating in algebraic and matrix notation, which allows simple description of involved computations, and providing immediate &dquo;feedback,&dquo; APL may become an invaluable teaching and laboratory tool permitting demonstration and &dquo;experimentation&dquo; with mathematical transformations and statistical techniques.…”
Section: Statistical Proceduresmentioning
confidence: 99%
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“…Although the present paper has focused on social science research applications, the interactive nature and algebraic format of APL also promise educational benefits (Smillie, 1974). Operating in algebraic and matrix notation, which allows simple description of involved computations, and providing immediate &dquo;feedback,&dquo; APL may become an invaluable teaching and laboratory tool permitting demonstration and &dquo;experimentation&dquo; with mathematical transformations and statistical techniques.…”
Section: Statistical Proceduresmentioning
confidence: 99%
“…The output R is the resulting correlation matrix. The routine is provided in STATPACK2 (Smillie, 1970: 26). With &dquo;X&dquo; as a vector of observed frequencies, this program produces &dquo;D&dquo; which is the quotient of the largest absolute difference [491] between the expected and the observed cumulative frequencies divided by the number of observations.…”
Section: Statistical Proceduresmentioning
confidence: 99%
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“…At the time that this paper was being prepared initially the authors were still of the opinion expressed in an earlier paper (Smillie (1974)) that "it would appear that APL may be of little value in the analytical study of continuous random variables since the notation and tools of the integral calculus are required". Some very recent work by the second author appears to indicate that continuous random variables present no difficulty, and he is presently investigating the use of APL in the study of several continuous distributions.…”
Section: Apl As a Notationmentioning
confidence: 99%