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Applying Constraint Programming to Minimal Lottery Designs
Applying Constraint Programming to Minimal Lottery Designs
We develop and deploy a set of constraints for the purpose of calculating minimal sizes of lottery designs. Specifically, we find the minimum number of tickets of size six which are needed to match at least two balls on any draw of size six, whenever there are at most 70 balls.
·up.raindrop.io·
Applying Constraint Programming to Minimal Lottery Designs
Comparison of Prolog implementations
Comparison of Prolog implementations
The following Comparison of Prolog implementations provides a reference for the relative feature sets and performance of different implementations of the Prolog computer programming language. A comprehensive discussion of the most significant Prolog systems is presented in an article published in the 50-years of Prolog anniversary issue of the journal Theory and Practice of Logic Programming (TPLP).[1]
·en.wikipedia.org·
Comparison of Prolog implementations
A Tour of Prolog
A Tour of Prolog
Let's take a look at Prolog's greatest attractions and most unique features! In addition to being an excellent database and query language, Prolog is uniquely suited for processing rules, reasoning about strings, and solving combinatorial problems. Rewriting code at compilation time, a feature called macros in other languages, is easily possible in Prolog. Prolog's implicit mechanisms allow exceptionally concise meta-interpreters. These features make Prolog a very attractive language for writing interpreters and other complex applications.
·youtube.com·
A Tour of Prolog