Комментарии:
What about continuous random walks?
ОтветитьExcelente 🌹🌹🌹😘
Ответитьwhich is y 99% of retail intraday trader fail in all markets.......
ОтветитьNice! a very intuitive explanation. I am wondering if possible to talk about "Allen variance" since it is a great tool to analyze random process.
Ответитьcool !!!
ОтветитьThank you for the excellent description of the theory, especially for the pleasant appearance and voice of the narrator and the beautiful video design. 👌
Ответитьyou are way better than my prof in explaining this, i dont know how my prof was even hired to teach this course
ОтветитьMe 15 minutes ago: "the stock market is astrology for dudebros"
Me now: "the stock market is a random walk for dudebros"
Lol the stock market got me here 🙊
ОтветитьI noticed that Sn can be any of n+1 numbers
ОтветитьMy favorite is stocks. I ended up here because the financial “Random Walk Theory” was negating any predictability in stocks. After watching the video it’s clear that what I had in mind is more likely the answer imbedded in the theory that was somehow contorted. We can predict the markets using probabilities.
Ответитьthank you so much!!!!!!!!
ОтветитьI am a newcomer to these mathematical topics and have a question related to dimensions. Does the amount of data I want to analyse determine my dimension?Lets say, the more data I have, the higher my dimension? Thanks
ОтветитьTo get the approximate Area of a polygon you can use a Monte-Carlo Simulation. If that counts.
ОтветитьWait, Carey mulligan??
ОтветитьThank you for this great explanation! You described everything very clear!!!
ОтветитьSo easy to understand and they said skipping math was bad
ОтветитьFor Covid19, the Governments of the world put restrictions on Random Walk so case dismissed ;)
Ответитьjesus she is pretty and smart. OMG
Ответить2.24 the y-axis of that graph should be 'probability of landing at final position' not 'probability of landing at 0', that makes no sense when there are plenty of walks that land on something besides zero after 100 steps.
ОтветитьWait, hang on... so you're not talking about how to walk without rhythm or pattern so that you don't attract a worm?
Ответитьshe's so beautiful, I ended up staring at her and not understanding anything.😐
ОтветитьHow can I buy the "let epsilon < 0" tshirt for female sizes?
ОтветитьWhat is the Sn for price of AAPL?
ОтветитьRandom Walk @The thoughts you think are magnetic: if you think positive=u attract positive things, if you think negative=u attract negative energies. If you think randomly (Random Walk) with more tendency toward positive= you move toward positive and vice versa. if ...
ОтветитьWell presented, and excellent explanation to answer George Polya's starting question. Thanks for the video!
ОтветитьOur life itself is an example of random walk
Ответитьthanks for the video :)
ОтветитьMy favorite is Kac's correlated random walk, which gives a hyperbolic PDE in its 'diffusion' limit. :)
ОтветитьI want to randomly walk the world
ОтветитьJust wondering, the 2D probability looks like the probability of an electron around an atom, right ? Well, except for its centerofc because the nucleus is there.
Ответитьplease explain Anscombe's theorem (1952)
ОтветитьCorrect me if I'm wrong, but I think that taking infintly many steps in the random walk model creates the normal distribution. Is it right?
Ответитьafter feeling stupid watching these videos i go back to my simple match problems and feel relatively stupid than before :P
ОтветитьI must have a small p, because mine is definitely biased towards the left
ОтветитьI'm loving the use of these engineering videos instead of physics.
ОтветитьBut in 1D and 2D, isn't there also a chance (even if it's really small) that it will never return to the start?
ОтветитьIs brownian motion also a random walk
ОтветитьCan we get an F to pay respects for this channel
Ответитьin 1D integer walk..why is sn =0 @4.28
Ответитьthank u
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