|
|
|
||
The course is a continuation of the courses Probability and mathematical statistics I and II and enlarges knowledge from there about the new topics, namely frequently used ones. Firstly, the attention is paid to the bayesian statistics, i.e. to the possibility to utilize the a priori obtained knowledge in the statistical inference. It is an approach which is altyernative to the classical Fisher statistics. Then we shall turn to the tests of good fit, processing of contingency tables and finally we will study theory of selection from finite populations. Poslední úprava: VISEK (01.10.2012)
|
|
||
To enlarge knowledge in statistics about some selected topics. To help in this way to the understanding of basic statistical ideas. Poslední úprava: VISEK (01.10.2012)
|
|
||
Breiman, L. (1968): Probability, Addison-Wesley Publishing Company, London 1968. Lehmann, E. L. (1998): Theory of Point Estimation (Springer Texts in Statistics) Lehmann, E. L. (1998): Testing Statistical Hypotheses, (Springer Texts in Statistics). Rao, R. C. (1973): Linear Statistical Inference and Its Applications. New York: J.Wiley and Sons. Víšek, J. Á. : Selected Topics from Statistics. Carolinum. Poslední úprava: VISEK (01.10.2012)
|
|
||
Lectures with seminars. Poslední úprava: VISEK (01.10.2012)
|
|
||
Writing reports - homeworks from seminars and passing tests for credits. Poslední úprava: VISEK (01.10.2012)
|
|
||
1. Opakování 2. Bayesovská statistika Základní idea, bayesova věta, třídy apriorních rozdělení, bodové odhady, prediktivní hustota. Poslední úprava: VISEK (01.10.2012)
|
|
||
Passing mathematics (JEB005, 006, 028 a 029) a statistics (JEB011 a 012). Poslední úprava: VISEK (01.10.2012)
|