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Reprezentace Chekanovových-Eliashbergových algeber
 Poppr, Marián ; Golovko, Roman (advisor) ; Le, Hong Van (referee)
In this thesis, we study modern invariants of Legendrian knots on R3 with a standard contact structure. We introduce the notion of Chekanov-Eliashberg algebra (DGA) and Legendrian contact homology. Then we consider representa- tions of DGA as a way how to derive some computable invariants of Legendrian knots. Finally, we will find equivalence classes of graded 2-dimensional irreducible representations for a certain Legendrian knot. i
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