Winter Semester 2008/09
Winter Semester 2009/10
Winter Semester 2010/11
Winter Semester 2011/12
Winter Semester 2012/13
Winter Semester 2013/14
Logic for Computer Scientists IN081104
Course content:
1. Operations and the rules of set theory.
2. The language of propositional logic and its semantics.Tautology.Rules of Inference.
3. The language of the first-order logic (terms and formulas). Examples of tautology.
4. Definitions of relations and examples of relations. Functions as relations: injective, surjective function, bijections
5 Equivalence relations and equivalence class. Fundamental Theorem of equivalence relations.
6. Relations of partial order, total order.
7. The theory of cardinality .
(in Polish) Rodzaj przedmiotu
Course coordinators
Term 2013Z: | Term 2009Z: | Term 2010Z: | Term 2012Z: | Term 2011Z: |
Bibliography
a) basic references:
1. W. Marek, J. Onyszkiewicz: Elementy logiki i teorii mnogości w zadaniach, Wydawnictwo Naukowe PWN,
Warszawa 1996.
2. H. Rasiowa: Wstep do matematyki współczesnej, Panstwowe Wydawnictwo Naukowe, Warszawa 1998.
b) supplementary references:
1. G. Mirkowska: Matematyka dyskretna, PJWSTK 2003.
2. Ross Kenneth A., Wright Charles R.B.: Matematyka dyskretna, Wydawnictwo Naukowe PWN
Warszawa, 2008.