Use of Prolog for developing a new programming language (1992) | Lobsters
This is one of my favorite PLT articles. There was a course at Roskilde University teaching how to implement different paradigms, using the same techniques, on top of Prolog. Unfortunately, I cannot find a more elaborate discussion than: http://webhotel4.ruc.dk/~henning/publications/ChristiansenTeachLP2004.pdf I am doing some learnings with Elixir right now, and this seems quite interesting from t
ProblemSets/99 Prolog Problems Solutions - Python Wiki
Problems 1-6 André Roberge has a zip file with solutions to the first six problems, in Crunchy format: First six Problem 7: Flatten a nested list structure Based on the standard library documentation: from itertools import chain def flatten(listOfLists): return list(chain(*listOfLists))The suggested solution does not work for a list like the following: a_list = [0, 1, [2, 3], 4, 5, [6, 7]]as the a
P-99: Ninety-Nine Prolog Problems
werner.hett@bfh.ch or werner.hett@gmail.com The purpose of this problem collection is to give you the opportunity to practice your skills in logic programming. Your goal should be to find the most elegant solution of the given problems. Efficiency is important, but logical clarity is even more crucial. Some of the (easy) problems can be trivially solved using built-in predicates. However, in these
英国の宝くじ「ロト」は27枚買えば“必ず当たる” 英数学者が23年に発見 その方法とは？
研究チームは、27枚の宝くじで当選を保証できることを証明するのは比較的簡単だったが、26枚では不可能であることを証明するのが非常に難しかったと述べている。26枚で不可能であることを検証するには、宇宙の原子の数よりも多い10の165乗もの計算が必要だという。 この問題を解決するために、研究チームは1970年代にフランスで開発された「Prolog」という論理プログラミング言語を使用した。従来のコンピュータ言語では、コーダーが機械に何をすべきかを適宜指示するが、Prologは問題に関する既知の事実のリストを取り、それが解決可能かどうかを自ら推論する。 Source and Image Credits: Cushing, David, and David I. Stewart. “You need 27 tickets to guarantee a win on the UK National L
Bergamot: Exploring Programming Language Inference Rules
Inference Rules and the Study of Programming Languages In this post, I will talk about inference rules, particularly in the field of programming language theory. The first question to get out of the way is “what on earth is an inference rule?”. The answer is simple: an inference rule is just a way of writing “if … then …”. When writing an inference rule, we write the “if” stuff above a line, and t
GitHub - triska/the-power-of-prolog: Introduction to modern Prolog
The latest version of this book is always available from: https://www.metalevel.at/prolog I will periodically synch this repository with new material as it becomes available. I started writing this book in 2005, when I was a student of Ulrich Neumerkel in Vienna. A collection of Prolog meta-interpreters formed the first chapter. To run the code examples, you can use every Prolog implementation tha
The Power of Prolog
Selected example programs are available as showcases. An overview of all videos is available at: https://www.metalevel.at/prolog/videos/ For offline access, you can download this book from a public git repository: https://github.com/triska/the-power-of-prolog If you have any comments, suggestions or questions, you can also file them as issues in that repository. Recursion Main page
Escape from Zurg: An Exercise in Logic Programming
Here are two Haskell modules that define a type class for programming search problems in Haskell. The module SearchStrat.hs is an extended version of the module Search.hs offering parameterization of search functions by a search strategy. Search.hs SearchStrat.hs The implementation of an example application, a riddle, using either of the above modules can be found in the module Zurg.hs. (The modul
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Use of Prolog for developing a new programming language
GitHub - twolodzko/prolog-rs: Minimal Prolog implemented in Rust
prolog-rs: Minimal Prolog implemented in Rust | Lobsters
GitHub - cushydom88/lottery-problem: Code from the paper "You need 27 tickets to guarantee a win on the UK National Lottery"
https://arxiv.org/pdf/2307.12430
Applying constraint programming to minimal lottery designs
Bergamot: Exploring Programming Language Inference Rules | Lobsters
miniKanren.org
Differences Between miniKanren and Prolog | Hacker News
Escape from Zurg in Prolog
Escape from Zurg: An Exercise in Logic Programming | Lobsters