National Repository of Grey Literature 2 records found  Search took 0.00 seconds. 
Multiplicative Error Models
Krahulík, Matyáš ; Pešta, Michal (advisor) ; Hudecová, Šárka (referee)
This thesis is devoted to the so-called multiplicative error models (MEM), which are used to model non-negative time series, most often in the financial sector. The first chapter focuses on ARCH and GARCH models, which do not belong to the group of multiplicative error models, but are closely related to them. The second chapter focuses directly on the MEM and their further extensions, such as zero-augmented MEM (ZA-MEM) or semiparametric MEM (SpMEM). These models are first defined and then methods for parameter estimation in these models are presented. In the third chapter, which contains the practical part of the thesis, the practices from the second chapter are applied to real data in the form of a time series of claims from one of the Czech insurance companies. In the conclusion, further extensions to the the applications of the MEM to insurance or other data are proposed. 1
Quantile mapping
Krahulík, Matyáš ; Lachout, Petr (advisor) ; Hlávka, Zdeněk (referee)
This bachelor thesis deals with the so-called Q-Q plots, which are special graphs comparing the quantiles of two real random variables. The theoretical part of the thesis first explains some basic concepts that are closely related to Q-Q plots. After that, the definition of a Q-Q plot is introduced and several different options for extending them and improving their interpretation are presented. The thesis ends with a statistical experiment. 1

See also: similar author names
4 Krahulík, Martin
3 Krahulík, Michal
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