Affiliation:
1. dstout at hawaii dot edu
Abstract
Many computer algebra systems have more than 1000 built-in functions, making expertise difficult. Using mock dialog boxes, this article describes a proposed interactive general-purpose wizard for organizing optional transformations and allowing easy fine grain control over the form of the result -- even by amateurs. This wizard integrates ideas including:
flexible subexpression selection;
complete control over the ordering of variables and commutative operands, with wellchosen defaults;
interleaving the choice of successively less main variables with applicable function choices to provide detailed control without incurring a combinatorial number of applicable alternatives at any one level;
quick applicability tests to reduce the listing of inapplicable transformations;
using an organizing principle to order the alternatives in a helpful manner;
labeling quickly-computed alternatives in dialog boxes with a preview of their results, using ellipsis elisions if necessary or helpful;
allowing the user to retreat from a sequence of choices to explore other branches of the tree of alternatives -- or to return quickly to branches already visited;
allowing the user to accumulate more than one of the alternative forms;
integrating direct manipulation into the wizard; and
supporting not only the usual input-result pair mode, but also the useful alternative derivational and in situ replacement modes in a unified window.
Publisher
Association for Computing Machinery (ACM)
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1. Tree $T$ and Lambert $W$;2021 23rd International Symposium on Symbolic and Numeric Algorithms for Scientific Computing (SYNASC);2021-12