Все публикации

0:02:23

По пути от Вандомской площади до Триумфальной Арки (Август 2022)

0:01:57

Бременский музыкант.

0:03:48

Street music. Kazan June 2021

1:32:20

Probability 11. Coupon Collector problem, Hypergeometric r.v., Motivation for Poisson r.v.

1:28:33

Probability 21. Independence, Covariance

1:19:18

Probability 9. An example on Expected Value. Variance and Standard deviation. Binomial r.v.

1:27:49

Probability 18. Exponential and Gamma distributions

1:19:28

Probability 17. Normal and exponential distributions.

1:29:34

Probability 16. Uniform and normal distributions.

1:24:02

Probability 13. Moment Generating Function (mgf)

1:27:13

Probability 14. Markov's and Chebyshev's inequalities. Continuous r.v.s

1:31:14

Probability 22. Properties of Covariance. Correlation coefficient

1:26:39

Probability 10. Properties of Binomial r.v.; Geometric and Negative Binomial r.v.

1:28:41

Probability 20. Conditional pmf, conditional expectation and variance.

1:41:08

Probability 12. Poisson r.v., Poisson approximation to binomial distribution, Moments

1:24:53

Probability 15. Expectation and Variance for continuous r.v.s. Quantiles

1:34:19

Probability 19. Beta distribution. Multivariate: Joint and Marginal pmf.

1:22:39

Probability 30. Density of sums of r.v.s. Convolution and mgf methods.

1:30:54

Probability 24. Conditional density and conditional expected value.

1:26:46

Probability 26. Multinomial distribution

1:17:23

Probability 27. Multivariate normal distribution

1:25:11

Probability 7. Random variables: pmf, cdf, expected value.

1:29:17

Probability 8. Properties of the expected value.

1:26:22

Probability 23. Joint cdf, joint and marginal densities.