Thesis/Dissertation: Bc. Anna Rejková, učo 408305: Multiple state models in health insurance
Master's thesis
Multiple state models in health insurance
Vícestavové modely v zdravotním pojištění
Abstract
V tejto diplomovej práci sa venujeme náhodným procesom, ktoré majú Markovovu vlastnosť, a preto sa nazývajú Markovove. Procesy s touto vlastnosťou a diskrétnou množinou časov nazývame Markovove, so spojitou množinou časov Markovove procesy. Diskutujeme vlastnosti týchto procesov, pravdepodobnosť prechodu, Chapman-Kolmogorovovu rovnosť, intenzitu prechodu a Kolmogorovove prospektívne diferenciálne rovnice …more
Abstract
In this diploma thesis we discuss a stochastic process with a finite state space that satisfies the Markov property. We talk about Markov chains, if we consider a time discrete stochastic process that satisfies the Markov property. If we consider a time continuous stochastic process that satisfies the Markov property, then we use a term Markov process. We define transition probabilities, transition …more
Keywords
Markovov reťazec Markovov proces Pravdepodobnosť prechodu Intenzita prechodu Chapman-Kolmogorovova rovnosť Kolmogorovove prospektívne diferenciálne rovnice Viacstavové modely Zdravotné poistenie Numerická aproximácia Markovský řetězec Markovský proces Chapmanova-Kolmogorovova rovnost Kolmogorovove prospektivní diferenciální rovnice Vícestavové modely Zdravotní pojištění Markov chain Markov process Transition probability Chapman-Kolmogorov equation Kolmogorov forward differential equations Multiple state models Health insurance Numerical aproximationThesis description
5/6/2017 22:36, doc. PaedDr. RNDr. Stanislav Katina, Ph.D., UČO 111465
- Entered/Edited 20/6/2017 10:26, Irena Mitášová
- Record made 10/11/2015 09:28, Irena Mitášová
- Accessible from: 16/5/2017 14:17, Irena Mitášová
- Thesis/dissertation received 16/5/2017 14:17, Irena Mitášová
Supervisor
Literature
- BOWERS, Newton L. Actuarial mathematics. 2nd ed. Schaumburg, Ill.: Society of Actuaries, 1997, xxvi, 753. ISBN 0938959468.
- DICKSON, D. C. M.; Mary HARDY and H. R. WATERS. Actuarial mathematics for life contingent risks. 2nd ed. Cambridge: Cambridge University Press, 2013, xxi, 597. ISBN 9781107044074.
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