malbarbo.pro.br
Marco A L Barbosa
http://malbarbo.pro.br/ensino/2014/5200
5200 Paradigma de Programação Lógico e Funcional. Edição 2014/1 - Informática. Nesta disciplina vamos estudar os fundamentos teóricos dos paradigmas de programação lógico e funcional e implementar programas utilizando estes paradigmas. E o critério de avaliação. Os alunos desta disciplina devem. Inscrever-se no grupo uem-pplf. Para receberem informações e discutirem o conteúdo da disciplina. Por favor, use o seu nome verdadeiro na lista para o professor poder identificá-lo. 1 avaliação (peso 1).
programmablelife.blogspot.com
programmable life: July 2012
http://programmablelife.blogspot.com/2012_07_01_archive.html
Computer science, life, the universe and everything else. July 22, 2012. Prolog Sudoku Solver Explained. This is a follow-up blog post on Adventures In Declarative Programming: Sudoku Solver. The main language used in logic programming is Prolog, which name is derived from "PROgramming in LOGic". And that's exactly what it does: It allows you to program in terms of logic. The funny thing is that it doesn't actually solve problems really logical, as you'll see in this post. User@host swipl -f kb.pro %...
jasoninclass.wordpress.com
What is a proposition? | Discrete Mathematics for Dummies
https://jasoninclass.wordpress.com/2009/08/21/what-is-a-proposition
Discrete Mathematics for Dummies. What is a proposition? An assertion is a statement. A proposition is an assertion which is either true or false (but not both). The Following are propositions:. 4 is a prime number. The moon is made of cheese. The following are not propositions:. X y 4 Is this true or false? It depends on the value of x and y, the statement takes a true or false value. X=3 You cannot associate a truth value to this because it simply assigns a value to x. Wait for your answer, please soon.
jasoninclass.wordpress.com
Modus ponens – a logical implication | Discrete Mathematics for Dummies
https://jasoninclass.wordpress.com//2009/08/04/modus-ponens
Discrete Mathematics for Dummies. Modus ponens – a logical implication. P (P = Q) = Q. Meaning affirms by affirming – affirming the antecedent/premise P. If the compound statement (P (P = Q) = Q is given and is true (it is always true) and P = Q is true then P must be true – therefore Q must be true (see truth table to follow the reasoning). P = Q (If P = Q is true then.). P (must be true). Therefore Q must be true. P = today is Tuesday. Q = I will go to work. If today is Tuesday, then I will go to work.
jasoninclass.wordpress.com
jasoninclass | Discrete Mathematics for Dummies
https://jasoninclass.wordpress.com/author/jasoninclass
Discrete Mathematics for Dummies. What is a proposition? An assertion is a statement. A proposition is an assertion which is either true or false (but not both). The Following are propositions:. 4 is a prime number. The moon is made of cheese. The following are not propositions:. X y 4 Is this true or false? It depends on the value of x and y, the statement takes a true or false value. X=3 You cannot associate a truth value to this because it simply assigns a value to x. August 21, 2009. Again, we do not...
patrickblackburn.org
Publications - Patrick Blackburn
http://www.patrickblackburn.org/publications.html
Arthur Prior and 'Now'. By Patrick Blackburn and Klaus Frovin Jørgensen. Accepted for publication in. Reichenbach, Prior and Hybrid Tense Logic. By Patrick Blackburn and Klaus Frovin Jørgensen. Accepted for publication in. Completeness and Termination in a Seligman-Style Tableaux System. By Patrick Blackburn, Thomas Bolander, Torben Brauner, and Klaus. Accepted for publication in. Journal of Logic and Computation. Completeness in Hybrid Type Theory. Journal of Philosophical Logic. Henkin and Hybrid Logic.
patrickblackburn.org
Books - Patrick Blackburn
http://www.patrickblackburn.org/books.html
Handbook of Modal Logic. Handbook of Modal Logic. Edited by Patrick Blackburn, Johan van Benthem and Frank Wolter. Elsevier. 2007. ISBN-10: 0444516905, ISBN-13: 978-0444516909. Prolog, Tout de Suite! Prolog, Tout de Suite! By Patrick Blackburn, Johan Bos, and Kristina Striegnitz, French translation of "Learn Prolog Now! Translated by by Hélène Manuélian), Cahiers de Loqique et d'Epistémologie, College Publications, 2007. ISBN-10: 1904987524, ISBN-13: 978-1904987529.
tomblackson.com
Philosophy, Computing, and Artificial Intelligence
http://www.tomblackson.com/PHI_319_420/toc_PHI319.html
PHI 319: Philosophy, Computing, and Artificial Intelligence. Instructor: Thomas A. Blackson. Pre-requisites: ENG 102, 105 or 108 with C or better; Minimum 25 hours. A prior course in symbolic logic (PHI 333 or equivalent) is helpful but not required. Undergraduate General Studies Requirement. Symbolic, Cognitive and Linguistic Systems Certificate. Satisfies Area I distribution requirement. There are two textbooks required for the course:. Bull; Robert Kowalski,. Computational Logic and Human Thinking.
cliopatria.swi-prolog.org
ClioPatria tutorials
http://cliopatria.swi-prolog.org/tutorial
SWI-Prolog 7.3.25. An Open Linked Piracy. RDF Applications with Prolog. An updated version of an article written by Bijan Parsia for xml.com. Version V3.0.0-302-g069ade5.
