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National Repository of Grey Literature 2 records found  Search took 0.01 seconds. 
Fisherovo-Binghamovo rozdělení
 Malá, Olivia Caroline ; Hlávka, Zdeněk (advisor) ; Hlubinka, Daniel (referee)
This thesis is an introduction into directional statistics, a subdiscipline of statistics that occupies itself with directional data. Because of the special structure of the sample spaces, which are n-dimensional hyperspheres, the statis- tical theory has to be adjusted. We start on the circle, where we define the circular random variable (also called random angle) together with its characterizations, and continue with studying estimators of its parameters. Subsequently, we generalize the results to the n- dimensional case. Further follows an overview of the Fisher-Bingham family of probability distributions with a more detailed presentation of the von Mises dis- tribution as a representative of the family on the circle. 1
Detailed record
Fisherovo-Binghamovo rozdělení
 Malá, Olivia Caroline ; Hlávka, Zdeněk (advisor) ; Hlubinka, Daniel (referee)
This thesis is an introduction into directional statistics, a subdiscipline of statistics that occupies itself with directional data. Because of the special structure of the sample spaces, which are n-dimensional hyperspheres, the statis- tical theory has to be adjusted. We start on the circle, where we define the circular random variable (also called random angle) together with its characterizations, and continue with studying estimators of its parameters. Subsequently, we generalize the results to the n- dimensional case. Further follows an overview of the Fisher-Bingham family of probability distributions with a more detailed presentation of the von Mises dis- tribution as a representative of the family on the circle. 1
Detailed record

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