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Last update: JANCARIK/PEDF.CUNI.CZ (09.03.2010)
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Last update: JANCARIK/PEDF.CUNI.CZ (09.03.2010)
The goal is to introduce the basics of classical propositional calculus, especially its axiomatics and semantics, and main characteristics. The practice in inference and proofs is emphasized.
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Last update: JANCARIK/PEDF.CUNI.CZ (09.03.2010)
Sochor, Klasická matematická logika. Praha : Karolinum 2001. Peregrin, Logika a logiky. Praha : Academia 2004. Smullyan, Navěky nerozhodnuto. Praha : Academia 2003. Barwise, Handbook of Mathematical logic. Nort-Holland, 1977. |
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Last update: JANCARIK/PEDF.CUNI.CZ (09.03.2010)
Seminar. |
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Last update: JANCARIK/PEDF.CUNI.CZ (09.03.2010)
Proposition. Propositional calculus. Logic operations and their properties. Connection to set theory. Boolean algebra. Mathematical proofs. Modal propositional logic. Undecidable propositions - Gödel's theorems. |