Unit Root, Stochastic Trend, Random Walk, Dicky-Fuller test in Time Series
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- Опубліковано 5 лип 2024
- In this video you will learn about Unit roots and how you would detect them in Time Series data. Random stochastic trend is the reason why many time series data exhibit unit root. This is found when the time series data is random walk
Stationarity & Non Stationary series
Deterministic & Stochastic trend
Random Walk
Unit root test
Dicky-Fuller test for unit root
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Extremely helpful, one of the clearest explanations I've come across. Thank you!
Best explanation on youtube! Tried very hard to find one, thank you!
Sir thank you very much, this video is very valuable for me and make it easy for me to understand this concept
You made this topic very easy Thnx sir.
TKS for clear presentation . appreciate bro !!
I have a question please help me ; I have a export data but ı reach the trend stationary process, so can I use this data for VAR analysis? how can I transform the trend stationary process to sationary process
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Thank you, great explanation. It follows a clear structure and well-linked the concepts together. It worked really good for me as a review to reinforce from my readings.
how we choose the method for unit root test? adf, pp, and so on
Thank you for this. Just a quick question - At 12:14, why does Yt-1 + Yt-2 + .... converge into Y0? Isn't it adding up?
Your not adding up but replacing Yt-i with (c + Yt-i-1 + a_t-i) so in the end you will have Yt-t which is Y_0
thank you very much
gracias profe
Hello, I have a question, when I manually find the Dickey Fuller statistic value, the statistic value is very slightly different from the value generated from the Eviews program, although I use the same data, what is the reason?,, I mean the normal Dickey Fuller test, not the developer
delta t = beta , right? and exp (delta t ) = 0 , right ? please clarify . Else there is a confusion @7.20
Thank you very much. The video was very helpful
These video will help you to learn the concept. Subscribe TJ Academy
ua-cam.com/channels/Q7Cbm57341QKdgZ_fTDGvw.htmlvideos
English (with EViews): ua-cam.com/video/iuDMgV5dqv4/v-deo.html
Urdu/Hindi: ua-cam.com/video/d3Uy1p-DaOM/v-deo.html (1/2)
ua-cam.com/video/CaHcxLG0mH4/v-deo.html (2/2)
love this
this is very good
Very helpful
there is a mistake in DF test explanation (slide starts at 18:49). not (1-phi) but (phi-1). otherwise you'd get wrong hypothesis testing results
Thank you Sir! Really good explanation but we did not mention variance stationarity, it is also one of the reasons of nonstationarity. If you made a video about it, please let me watch.
what did he explain at 2:30 if not variance stationarity?
Very good explanation. Thank you
adds are disturbing the flow & more importantly concentration
What is phi hat and se (phi hat) at the end of the video?
phi hat is the estimator of phi or we can say the prediction/estimate, and I don't know about s.e.
@@DewanggaPrabowo standard error probably?
@@sheilaalsy maybe
Cool!!!
🇹🇿
way too many ads bro
gero ??? it is zero maan!
understood anything that u said. terrible english