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Lieven LeBruyn. Inleiding Groepentheorie, 2007.
Course notes (in Dutch) of a first year introductory course Group Theory. Topics covered include : groups and symmetry, Cayleys theorem, Normal subgroups and quotients, Lagrange's theorem, the smallest groups, the 14-15 puzzle, Cauchy's theorem, MicroSudoku, Jordan-Holder, Galois groups, Sylow theorems, the Rubic cube, all groups of order at most 30.
@booklet{LeBruyn2007b,
author={LeBruyn, Lieven},
title={Inleiding Groepentheorie},
year={2007},
abstract={Course notes (in Dutch) of a first year introductory course Group Theory. Topics covered
include : groups and symmetry, Cayleys theorem, Normal subgroups and quotients, Lagrange's theorem,
the smallest groups, the 14-15 puzzle, Cauchy's theorem, MicroSudoku, Jordan-Holder, Galois groups,
Sylow theorems, the Rubic cube, all groups of order at most 30.},
bib2html_pubtype ={Courses},
bib2html_rescat ={Representation Theory},
language={Flemish}
}
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