Time Series Talk : Lag Operator

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Intro to the lag operator in time series analysis.
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So much clearer than my lecturer, thankyou!

BorisBelugaxo
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u r 1 of the best i have ever seen instructors, many thx from Egypt

ahmedashry
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Thanks for such lucid explanations. I think I'm gonna have to go through all your videos.

rahulahuja
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Thank you so much, it is the best video about the Lag operator, I have read the book of Shamway and Brockwell, BUt your explaination is easy to understand it! It is helpful to me !

kaiyanzhu
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The order of videos in the playlist is not right

cryptovizart
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hey legend can u give each of your video a order number

chenghaoyang
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If I only see the final equation, how do I know the actual lagged value?
Those capital letters need a number, don't they ?

castro_hassler
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The final equation at 5:14 does shorten the long equation but doesn't it take away a piece of crucial information on how many lags are there? Looking at your final equation I cannot tell there were three lags in the original equation. So how is that handled?

PinkFloydTheDarkSide
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I'm confused by what's going on at 3.35. It seems like we're 'factorising' the argument to a function, which wouldn't normally be a valid operation. What makes it permissible here?

sashacooper
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The final simplified equation has no reference to how many lags there were (3). So is this just a generic equation for ARMA, regardless of the order?

jeeves
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your videos are amazing!! really helpful!!! :)

mina
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Good video! Very helpful. Can you make a video talking about the difference operator?

cmedina
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how can you tell it has a lag value of 3? do you need to use ARMA(n, m) values?

junyihou
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Nice video. Just a heads up: Capital "Fee" looks like this: Φ and capital theta looks like this: Θ

CrossoverFlowMuzik
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It is somehow strange to factor out an "operation", but hey, it is just notation ;-).

fyaa
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There is still a thing that I don't understand: how can the lag operator have the same value throughout the time series? Let's say, for argument's sake, that y(t) = 10, y(t-1) = 7 and y(t-2) = 8. If we calculate L as y(t-1)/y(t), we get 7/10. However, if we calculate it as y(t-2)/y(t-1) it will be 9/7, and it is a different value. I understand that if we combine the steps we get 9/10, but each time the value of L changes, so how can we say that it's L^2? It should be L(t)*L(t-1).

stefanopalliggiano
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Can you please recommend a good book for time series?

amadoum.jallow
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1:09 shouldn't there be a timeseries mean (c) term on the rhs?

DM-pypj
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What if the sign is different at t-1 and t-2?. How do we represent that polynomial?

Junior-qmlz
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This is great, but isn't it confusing/misleading to use the terms "squared" and "cubed" here? These aren't really squared and cubed; they're superscripts.

RaymondPeckIII