Bc. Ondřej Kovanda

Bachelor's thesis

BRST formulace bodové částice

BRST formulation of a point particle
Abstract:
Práce se zabývá zavedením kalibrační symetrie, postavené na základech Hamiltonovské formulace klasické mechaniky. Tato je pak rozšířena na stupně volnosti náležející do liché části Grassmanovy algebry.
Abstract:
In this thesis, notion of the gauge symmetry is introduced on the fundament of Hamiltonian formulation of classical mechanics. This is further generalized to the degrees of freedom belonging to the odd part of Grassmann algebra.
 

Keywords

Princip nejmenšı́ akce Kalibračnı́ symetrie Grassmannova algebra Lagrangián bodové částice BRST trasformace Batalin-Vilkoviského Lagrangián Classical master equation Action principle Gauge symmetry Grassmann algebra Point particle Lagrangian BRST transformation Batalin-Vilkovisky Lagrangian
 
Language used: English
Date on which the thesis was submitted / produced: 16. 5. 2017
Identifier: https://is.muni.cz/th/pqlom/

Thesis defence

  • Date of defence: 22. 6. 2017
  • Supervisor: Ph.D. Klaus Bering Larsen

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Institution archiving the thesis and making it accessible: Masarykova univerzita, Přírodovědecká fakulta
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Masaryk University

Faculty of Science

Bachelor programme / field:
Physics / Physics

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