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Logictools

Simple propositional logic solvers: easy to hack and experiment with.

http://www.logictools.org/

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Logictools | logictools.org Reviews
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Simple propositional logic solvers: easy to hack and experiment with.
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Logictools | logictools.org Reviews

https://logictools.org

Simple propositional logic solvers: easy to hack and experiment with.

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1

Logictools

http://www.logictools.org/predicate.html

We plan to add educational solvers and tools for first order predicate logic. Meanwhile we recommend these options for learning. Automated Theorem Proving Course Content. By Geoff Sutcliffe is probably the best introductory material. Handbook of Practical Logic and Automated Reasoning. Contains code examples in ML in addition to an excellent text. Handbook of Automated Reasoning. For in-depth papers ( here on Amazon. And for experimenting with general-purpose predicate logic solvers.

2

Logictools

http://www.logictools.org/propositional.html

Solvers and utilities to learn and hack. Means looking for such values of variables that the formula becomes true. For example,. A - b) and a. Becomes true if and only if both. You can select and try out several solver algorithms: the " DPLL. Better" is the best solver amongst the options offered on our page. Read the "Methods for solving formulas" section below about the differences between algorithms. A - b) and a and -b. Notice that you can check whether some formula F. Is always false, F. Generate al...

3

Logictools

http://www.logictools.org/download.html

Self-contained, no-dependencies, easy-to-hack javascript code under the MIT licence. From Github ». Or as separate files:. For trying out all the functions:. A barebones webpage without menus, design, bootstrap or jquery. Calling the algorithms below. For experimenting with different algorithms are self-contained:. The best solver among the ones provided. Old-style dpll: no learning and full pure literal elimination. Naive minimal dpll, easy to understand. Naive minimal resolution, easy to understand.

4

Logictools

http://www.logictools.org/index.html

Solve a propositional formula:. A - b) and a and -b. Use either a conventional formula syntax like. A - b) and a and -b. Version of the clause normal form syntax like. Which is a conjunction of disjunction lines with numbers standing for variables: the last example means simply. X1 v x2) and x1 and -x2. For conventional formula syntax:. Negation symbols are -,. Conjunction symbols are &, and. Disjunction symbols are , v, V, or. Xor symbols are , xor. Implication symbols are - , =. A and b v c and d v e.

5

Logictools

http://www.logictools.org/about.html

We help to study logic solvers by providing and collecting various easy-to-use, browser-based javascript tools: starting with classical propositional formulas and continuing with predicate logic later. All the code is self-contained, no-dependencies, easy-to-hack javascript under the MIT licence. The focus is on simplicity, ease of use, hacking and experimenting, not state of the art efficiency-wise. Site, initial solvers and utilities written by Tanel Tammet (tanel.tammet at gmail.com).

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Rakendusliku loogika süvakursus – Lambda

http://lambda.ee/wiki/Rakendusliku_loogika_süvakursus

Kontakt: tanel.tammet@ttu.ee, 6203457, TTÜ IT-426. 1 Sissejuhatus. Süntaks ja semantika. 2 Resolutsioonimeetod ja DPLL lausearvutuses. 3 DPLL optimeeringud ja algus: resolutsioonimeetod predikaatarvutuses: põhialgoritm. 4 Resolutsioonimeetod predikaatarvutuses: põhialgoritm jätkub. 4 Resolutsioonimeetod predikaatarvutuses: põhialgoritm jätkub. 5 Resolutsioonimeetod predikaatarvutuses: strateegiad. 6 Võrdus predikaatarvutuses jätkub: termiteisendussüsteemid. Vanad 2012 aasta loengute materjalid. Kõik üles...

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Rakendusliku loogika süvakursus – Lambda

http://lambda.ee/wiki/Itv0080

Ümber suunatud leheküljelt Itv0080. Kontakt: tanel.tammet@ttu.ee, 6203457, TTÜ IT-426. 1 Sissejuhatus. Süntaks ja semantika. 2 Resolutsioonimeetod ja DPLL lausearvutuses. 3 DPLL optimeeringud ja algus: resolutsioonimeetod predikaatarvutuses: põhialgoritm. 4 Resolutsioonimeetod predikaatarvutuses: põhialgoritm jätkub. 4 Resolutsioonimeetod predikaatarvutuses: põhialgoritm jätkub. 5 Resolutsioonimeetod predikaatarvutuses: strateegiad. 6 Võrdus predikaatarvutuses jätkub: termiteisendussüsteemid. Kõik ülesan...

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Sissejuhatus infotehnoloogiasse – Lambda

http://lambda.ee/wiki/Sissejuhatus_infotehnoloogiasse

Ajalugu, suunad, põhialused, tehnoloogia, äri. Link: http:/ www.lambda.ee/index/Sissejuhatus infotehnoloogiasse. Ehk http:/ www.lambda.ee/index/itv0010. Kontakt: tanel.tammet@ttu.ee, 6203457, ICT 426. Venekeelsete kursuste lektor: Deniss Kumlander. Olemas on ka 2014 aasta arhiiv. Kõigi eelmise aasta materjalidega. Maht, aeg, tulemus. Loengute plaan ja materjalid. Sissejuhatus : Programmeerimine ja arvuti tööpõhimõtted. Arvuti riistvara. Mälu, protsessor, käsud. Võrgutarkvara. Interneti baastehnoloogia.

en.wikipedia.org en.wikipedia.org

Boolean satisfiability problem - Wikipedia, the free encyclopedia

https://en.wikipedia.org/wiki/Boolean_satisfiability_problem

From Wikipedia, the free encyclopedia. 3SAT" redirects here. For the Central European television network, see 3sat. The Boolean Satisfiability Problem. Sometimes called Propositional Satisfiability Problem. And abbreviated as SATISFIABILITY. Is the problem of determining if there exists an interpretation. In other words, it asks whether the variables of a given Boolean formula can be consistently replaced by the values TRUE or FALSE in such a way that the formula evaluates to TRUE. 160;= TRUE and b.

lambda.ee lambda.ee

Sissejuhatus infotehnoloogiasse – Lambda

http://lambda.ee/wiki/Itv0010

Ümber suunatud leheküljelt Itv0010. Ajalugu, suunad, põhialused, tehnoloogia, äri. Link: http:/ www.lambda.ee/index/Sissejuhatus infotehnoloogiasse. Ehk http:/ www.lambda.ee/index/itv0010. Kontakt: tanel.tammet@ttu.ee, 6203457, ICT 426. Venekeelsete kursuste lektor: Deniss Kumlander. Olemas on ka 2014 aasta arhiiv. Kõigi eelmise aasta materjalidega. Maht, aeg, tulemus. Loengute plaan ja materjalid. Sissejuhatus : Programmeerimine ja arvuti tööpõhimõtted. Arvuti riistvara. Mälu, protsessor, käsud. Eestike...

courses.cs.ttu.ee courses.cs.ttu.ee

Teadmispõhise tarkvaraarenduse meetodid / Methods of Knowledge Based Software Development – Kursused

https://courses.cs.ttu.ee/pages/ITI8600

Teadmispõhise tarkvaraarenduse meetodid / Methods of Knowledge Based Software Development. Ümber suunatud leheküljelt ITI8600. Ainekaart eesti keeles ITI8600. Language: The default language of the course is English, but if all students understand Estonian, it will be in Estonian. Tanel Tammet, tanel.tammet@ttu.ee, 6203457, TTÜ ICT-426. Juhan Ernits, juhan.ernits@ttu.ee, 6202326, TTÜ ICT-428 (handles ÕIS registrations). Time, place, result. Materials for search algorithms. Intro: SQL, logic and RDF. There...

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Solve a propositional formula:. A - b) and a and -b. Use either a conventional formula syntax like. A - b) and a and -b. Version of the clause normal form syntax like. Which is a conjunction of disjunction lines with numbers standing for variables: the last example means simply. X1 v x2) and x1 and -x2. For conventional formula syntax:. Negation symbols are -,. Conjunction symbols are &, and. Disjunction symbols are , v, V, or. Xor symbols are , xor. Implication symbols are - , =. A and b v c and d v e.

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