Theses on a related topic (having the same keywords):

nekonecny retezovy zlomek, pravidelny retezovy zlomek, eukliduv algoritmus, zbytek retezoveho zlomku, nejlepsi priblizeni, konecny retezovy zlomek, sblizene zlomky

Keywords ordered alphabetically | Keywords ordered by occurrence rate

1.
Beneš, Petr
Faculty: Faculty of Science
Year: 2008, studies completed, degree conferred: Bc.
Programme/field: Mathematics / Geography and Cartography with a view to Education, Mathematics with a view to Education
Bachelor's thesis defence: Dělitelnost v oborech integrity | Theses on a related topic Display description

2.
Hlávka, Vojtěch
Faculty: Faculty of Informatics
Year: 2018, studies completed, degree conferred: Mgr.
Programme/field: Applied Informatics / Applied Informatics
Master's thesis defence: Algoritmy rychlého generování velkých prvočísel | Theses on a related topic

3.
Mizera, Pavel
Faculty: Faculty of Science
Year: 2008, studies completed, degree conferred: Bc.
Programme/field: Applied Mathematics / Statistics and Data Analysis
Bachelor's thesis defence: Numerické metody hledání reálných kořenů polynomu | Theses on a related topic

4.
Mokrá, Tereza
Faculty: Faculty of Education
Year: 2015, studies completed, degree conferred: Bc.
Programme/field: Specialization in Education / Lower Secondary School Teacher Training in Mathematics, Lower Secondary School Teacher Training in Special Education
Bachelor's thesis defence: Lineární diofantické rovnice | Theses on a related topic

5.
Stávková, Lucie
Faculty: Faculty of Education
Year: 2019, studies completed, degree conferred: Bc.
Programme/field: Specialization in Education / Lower Secondary School Teacher Training in Civics, Lower Secondary School Teacher Training in Mathematics
Bachelor's thesis defence: Diofantos, diofantické rovnice a jejich soustavy | Theses on a related topic

6.
Veselý, Martin
Faculty: Faculty of Science
Year: 2006, studies completed, degree conferred: Bc.
Programme/field: Applied Mathematics / Mathematics - Economics
Bachelor's thesis defence: Základy kombinatorické teorie čísel | Theses on a related topic