Subject 'Probability Theory and Mathematical Statistics'

Year:   2000/2001    2001/2002    2002/2003    2003/2004    2004/2005    

Random events; the concept of probability. Total probability formula, Bayes' theorem, Bernoulli formula. Random variable, its distribution and numerical characteristics. Classical distributions. Limit theorems of the probability theory. Point- and interval estimation of distribution characteristics. Statistical tests. Random vectors. Covariance and correlation. Linear regression. Least-squares method. Confidence intervals for parameters. Statistical forecasts. Multiple regression. Non-linear regression. Time series.
Lecturer: Toomas Lepikult, PhD

2010: ISa  ISa-k  ISd  TS  

2009: IA  ISa  ISa-k  ISd  ISd-k  TS  

2008: IA  ISa  ISa-k  ISd  ISd-k  TS  

2007: IA  ISa  ISa-k  ISd  TS  

2006: IA  ISa  ISa-k  ISd  TS  

2005: IA  ISa  ISd  TS  

2004: IA  ISa  ISd  TS  

2003: IA  ISa  ISd  

2002: ISa  ISd  

2001: IS  

2000: IS