filmov
tv
Chapter 05. Martingales, optional stopping, convergence theory (with subtitles)
Показать описание
This video covers Chapter 5 (martingales, optional stopping, convergence theory) of my textbook Stochastic Modeling, Springer.
0:00:55 - Overview
0:18:06 - Optional stopping theorem
1:18:23 - Upcrossing inequality
1:43:24 - Martingale convergence theorem
1:58:56 - Uniform integrability implies convergence a.s.
2:17:35 - Regular martingale implies uniform integrability
2:32:41 - Reverse martingale implies regular martingale
2:52:05 - Kolmogorov's 0-1 law
3:08:59 - Proof of the strong law of large numbers
0:00:55 - Overview
0:18:06 - Optional stopping theorem
1:18:23 - Upcrossing inequality
1:43:24 - Martingale convergence theorem
1:58:56 - Uniform integrability implies convergence a.s.
2:17:35 - Regular martingale implies uniform integrability
2:32:41 - Reverse martingale implies regular martingale
2:52:05 - Kolmogorov's 0-1 law
3:08:59 - Proof of the strong law of large numbers
Chapter 05. Martingales, optional stopping, convergence theory (with subtitles)
Section 5.2 - 'Stopping times. Optional stopping theorem' - part 1
Lecture 10: Martingales, optional stopping and the voter model
Martingales
Section 5.3 - 'Doob's inequalities. Convergence of martingales' - part 1
160B. Lecture 11. Part 5 (The martingale property)
Martingales
IQ TEST
Mathematical Finance L 5-1: Martingales in discrete time
Stopping time, hitting time and other times
Section 5.3 - 'Doob's inequalities. Convergence of martingales' - part 2
STAT 7432 Video 20 Martingales
56.2 Stopping Times and Optional Times
The Martingale Property of Discounted Stock Prices
Optional stopping theorem | Wikipedia audio article
When to stop being greedy and just park | Optimal stopping and dynamic programming
NCCR SwissMAP - Martingales and Markov processes
Trading CPI Gone Wrong🤦🏾. #forextrading #cpi #trading
Solving Gambler's Ruin with Martingale and Electric Networks
NCCR SwissMAP - Martingales and Markov processes (2/2)
11-13. Martingale theory - Galton-Watson branching processes: extinction phase.
11-08. Martingale theory - Martingale convergence theorem and upcrossing inequality.
STATS 723 10.1: Martingales, definition and examples
Martingales 1A - Definition and example: the betting random walk.
Комментарии