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	Variability estimation of development triangles in Solvency II Somrová, Karolína ; Branda, Martin (advisor) ; Zichová, Jitka (referee) The aim of this thesis is to describe variability estimation of run-off triangles. Firstly, the theoretical basis of the Mack's chain-ladder method is laid down. Afterwards, the description of the Merz Wüthrich methodology is provided. Both the methods are compared from long- and short-term point of view. Finally, the theoretical results are applied on two numerical data sets. Detailed record
	Methods of Calculation of Compenzatory Reserve Somrová, Karolína ; Justová, Iva (advisor) ; Mazurová, Lucie (referee) Detailed record
	Methods of Calculation of Compenzatory Reserve Somrová, Karolína ; Justová, Iva (advisor) ; Mazurová, Lucie (referee) Detailed record
	Variability estimation of development triangles in Solvency II Somrová, Karolína ; Branda, Martin (advisor) ; Zichová, Jitka (referee) The aim of this thesis is to describe variability estimation of run-off triangles. Firstly, the theoretical basis of the Mack's chain-ladder method is laid down. Afterwards, the description of the Merz Wüthrich methodology is provided. Both the methods are compared from long- and short-term point of view. Finally, the theoretical results are applied on two numerical data sets. Detailed record
	Run-off Triangles in Non-life Insurance Kozlová, Alena ; Bílková, Diana (advisor) ; Šroller, Vít (referee) The thesis is about the arrangement of the last known claim values into the run-off triangle. This diagram is used in non-life insurance, mainly in methods for calculating technical claims reserves. Individual methods will be described in detail and consecutively applied on real data. The real data are a set of data with long tail. We are differentiating between easier deterministic and stochastic methods, which are more demanding for calculation. The results will be compared by basic statistical parameter of the analyzed data and at the end the best method will be chosen for the data. Detailed record

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