Thesis (Selection of subject)Thesis (Selection of subject)(version: 368)
Thesis details
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Kellyho kritérium v úlohách optimalizace portfolia
Thesis title in thesis language (Slovak): Kellyho kritérium v úlohách optimalizace portfolia
Thesis title in Czech: Kellyho kritérium v úlohách optimalizace portfolia
Thesis title in English: Kelly criterion in portfolio selection problems
Key words: Kellyho kritérium, Markowitzov model, riziko, výnos
English key words: Kelly criterion, Markowitz model, return, risk
Academic year of topic announcement: 2010/2011
Thesis type: Bachelor's thesis
Thesis language: slovenština
Department: Department of Probability and Mathematical Statistics (32-KPMS)
Supervisor: doc. RNDr. Ing. Miloš Kopa, Ph.D.
Author: hidden - assigned and confirmed by the Study Dept.
Date of registration: 07.10.2010
Date of assignment: 08.10.2010
Date and time of defence: 21.06.2011 00:00
Date of electronic submission:18.05.2011
Date of submission of printed version:27.05.2011
Date of proceeded defence: 21.06.2011
Opponents: doc. Ing. Marek Omelka, Ph.D.
 
 
 
Guidelines
Posluchač spracuje teórii Kellyho kritéria.
Formuluje optimalizační úlohy s využitím tohoto kritéria.
Na praktické aplikaci z finančního prostředí bude demonstrovat praktické výhody i nevýhody těchto modelů.
Srovná výsledky těchto modelů s výsledky jiných modelů optimalizace portfolia.
References
Leonard C. Maclean, Edward O. Thorp, William T. Ziemba: Long-term capital growth: the good and bad properties of the Kelly and fractional Kelly capital growth criteria, Quantitative Finance, Volume 10, Issue 7 August 2010 , pages 681 - 687.

Edward O. Thorp: Portfolio choice and the Kelly criterion, in Stochastic Optimization Models in Finance, Academic Press, edited by W.T. Ziemba. S.L. Brumelle, and R.G. Vickson, 1975, pp. 599-620.

Vaclav Kozmik: Eficience portfolií při spojitém rozdělení výnosů, diplomová práce, MFF UK v Praze, 2010.
Preliminary scope of work
Kellyho kritérium v úlohách optimalizace portfolia
Preliminary scope of work in English
Kelly criterion in portfolio selection problems
 
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