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         Lukasiewicz Jan:     more books (28)
  1. Selected works (Studies in logic and the foundations of mathematics) by Jan Lukasiewicz, 1970
  2. Elements of Mathematical Logic by jan lukasiewicz, 1964
  3. Uber den Satz des Widerspruchs bei Aristoteles (Zur modernen Deutung der aristotelischen Logik) (German Edition) by Jan Lukasiewicz, 1993
  4. Aristotle & Lukasiewicz on the Principle of Contradiction by Fred Seddon, 1996-08
  5. Aristotle's syllogistic from the standpoint of modern formal logic by Jan Lukasiewicz, 1957
  6. Polish Logicians: Alfred Tarski, Chaïm Perelman, Jerzy Giedymin, Czeslaw Lejewski, Jan Lukasiewicz, Kazimierz Twardowski, Emil Leon Post
  7. Mathematischer Logiker (20. Jahrhundert): Alan Turing, Kurt Gödel, Ludwig Wittgenstein, Bertrand Russell, Jan Lukasiewicz, Gregory Chaitin (German Edition)
  8. Mathématicien Polonais: Stanislaw Lesniewski, Edward Kofler, Alfred Tarski, Stefan Banach, Jan Lukasiewicz, Szolem Mandelbrojt, Marian Rejewski (French Edition)
  9. Hochschullehrer (Lemberg): Stefan Banach, Jan Lukasiewicz, Leopold Von Sacher-Masoch, Heinrich Von Zeißberg, Viktor Dollmayr (German Edition)
  10. Hochschullehrer (Dublin): Erwin Schrödinger, Jan Lukasiewicz, Aubrey Gwynn, Máirtín Ó Cadhain, Donald Nicol, Gerhard Bersu, Maurice Sheehy (German Edition)
  11. Habra o no por fin manana una batalla naval?(Aristóteles; Jan Lukasiewicz): An article from: Revista de Filosofía de la Universidad de Costa Rica by Mario Salas, 2002-12-01
  12. Hochschullehrer (Warschau): Jan Lukasiewicz, Bronislaw Geremek, Manfred Lachs, Ludwik Fleck, Lech Kaczynski, Zygmunt Bauman (German Edition)
  13. Aristotle's Syllogistic from the Standpoint of Modern Formal Logic. 2nd Edition, Enlarged by Jan Lukasiewicz, 1967
  14. Elements of Mathematical Logic: 2nd Edition by Jan Lukasiewicz, 1963

81. Talk:Jan Lukasiewicz - Wikipedia
TalkJan lukasiewicz. From Wikipedia, the free encyclopedia. Have thecopyright concerns been addressed yet? KQ 0620 Aug 30, 2002 (PDT),
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82. Diplomky
Logika, DIPLOMOVÉ PRÁCE. seznam zadaných i volných témat. lukasiewiczJan lukasiewicz (18781956). VOLNÁ TÉMATA. Zadavatel, Název.
http://logika.ff.cuni.cz/newpages/czech/dp.htm
DIPLOMOVÉ PRÁCE
seznam zadaných i volných témat
Jan Lukasiewicz
VOLNÁ TÉMATA
Zadavatel Název Peregrin Logika bez promìnných Jirkù Modality ve støedovìkém chápání Krajíèek Turnajový princip Krajíèek Matematické dùkazové systémy Krajíèek Hranice efektivní interpolace Krajíèek Komunikaèní složitost s reálnými èísly Krajíèek Modely omezené aritmetiky Krajíèek Neklasické výrokové poèty Krajíèek Turingovy stroje a dùkazové prostøedky Peregrin Interpretace Gödelovy vìty o neúplnosti Jirkù ILP (Induktivní logické programy) Jirkù Reprezentace znalostí v logice Jirkù Abduktivní usuzování Jirkù Preferenèní logiky Jirkù Vzájemné vztahy mezi modálním logikami Matoušek Axiomatizovatelnost tøíd struktur
ZADANÁ TÉMATA
Pøíjmení/
Jméno Dop./
2.obor Rok Vedoucí Oponent Téma DP Henzl Jan Krajíèek Slabé formální systémy Izdný Jan Epistemické logiky Bìhounek Libor Bendová Hájek Teorie množin v Gödelovì logice Krapáè Jan Jirkù Svátek/Hric Logické programy pro reprezentaci znalostí Kubín Michal Bendová Berka/Jirkù Historie zákona vylouèení tøetího Pešina TomᚠINF Jirkù Verner Možnosti zachycení významu formálního logického textu (aspekty pro nevidomé) Auer TomᚠKrajíèek Švejdar Dùkazy prvoèíselnosti Jeøábek Emil LF Švejdar Hájek Modální logiky dokazatelnosti pro alternativní TM Kárník Jiøí LF Hajiè Štrossa Formalizace pøirozeného jazyka - spojky Peliš Michal SOC Švejdar Bendová Poèátky intuicionistické sémantiky Skøivanová Hana Bendová Berka Logika v Èechách ve 20. století

83. Filosofia.gr - Eimai Eleftheros?
The summary for this Greek page contains characters that cannot be correctly displayed in this language/character set.
http://www.filosofia.gr/eleftheros.html
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D
escartes ... oltaire ÁõôÞ ç öñÜóç áðïôåëïýóå ôï Ýñìá ôùí ðåðïéèÞóåùí ôïõ ÁäáìÜíôéïõ ÊïñáÞ ó÷åôéêÜ ìå ôç óçìáóßá ôçò åëåõèåñßáò. Ï óçìáíôéêüôåñïò ãéá ðïëëïýò åêðñüóùðïò ôïõ Nåïåëëçíéêïý Äéáöùôéóìïý åß÷å âáèýôáôá êáôáíïÞóåé ðùò ç Ýííïéá ôçò åëåõèåñßáò áðü ìüíç ôçò äå óçìáßíåé êáé ðïëëÜ ðñÜãìáôá. " Ducunt, volentem fata, nolentem trahunt " Gilbert Ryle Jan Lukasiewicz. Ryle. Ryle Ryle Ryle, å Ryle Lukasiewicz. Lukasiewicz Lukasiewicz Lukasiewicz, Ryle, Lukasiewicz. Bill Gates? Linux? Filosofia.GR Webhamster

84. Directory Vaionline: Siti_Mondiali/Science/Math/Logic_and_Foundations/Logicians/
directory.vaionline.it vi permette di accedere al directory di siti italiani. E' organizzato per aree geografiche e aree temeatiche. Fa parte del portale Vaionline che ti offre molti altri servizi.
http://directory.vaionline.it/Siti_Mondiali/Science/Math/Logic_and_Foundations/L
in questa categoria in tutti siti mondiali
Home
Science Math Logicians : Lukasiewicz,_Jan
  • Jan Lukasiewicz - Page at the Polish Philosophy site; includes biobliography, papers on Lukasiewicz.
  • Jan Lukasiewicz - Biography from the MacTutor History of Mathematics archive.

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85. Logicians
AD.COM, Search Logicians. Top Science Math Logic_and_Foundations Logicians Categories
http://www.ad.com/Science/Math/Mathematicians/__Logicians/
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Categories:
Aczel, Peter University of Manchester - Philosophy and Foundations of Mathematics and Computing, Mathematical Logic, Categorical Logic.
Category: Science > Math > Logic and Foundations > Logicians
http://www.cs.man.ac.uk/~petera/
Andrews, Peter B.
Carnegie Mellon University - type theory, automated theorem proving.
Category: Science > Math > Logic and Foundations > Logicians
http://www.cs.cmu.edu/afs/cs.cmu.edu/user/andrews/www/andrews.html Avigad, Jeremy Carnegie Mellon University - proof theory, constructive mathematics, proof complexity, and the history and philosophy of mathematics. Category: Science > Math > Logic and Foundations > Logicians http://www.andrew.cmu.edu/~avigad/ Awodey, Steve Carnegie Mellon University - Category theory, logic, history and philosophy of mathematics and logic. Category: Science > Math > Logic and Foundations > Logicians http://www.andrew.cmu.edu/user/awodey/ Baldwin, John T. University of Illinois, Chicago - model theory (finite and infinite). Category: Science > Math > Logic and Foundations > Logicians http://www.math.uic.edu/~jbaldwin/

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