Serial correlation testing - the Breusch-Godfrey test

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  • Опубликовано: 17 окт 2024

Комментарии • 23

  • @gavinhaseler5562
    @gavinhaseler5562 7 лет назад +16

    Love u Ben can't think of anyone else I'd rather spend my last teenage evening with xx

  • @Bluecarpet001
    @Bluecarpet001 11 лет назад +14

    I have my econometrics final tomorrow, this saved me soo much time thank you!

    • @somerandomguy3135
      @somerandomguy3135 5 лет назад +2

      @@williamsingelstad3644 it's my turn now, wish me luck

    • @meghna617
      @meghna617 4 года назад +2

      @@somerandomguy3135 my turn now, wish me luck !! ahaha

    • @eskimogc4587
      @eskimogc4587 Год назад

      @@meghna617 my turn now, wish me luck !! T_T

    • @meghna617
      @meghna617 Год назад

      @@eskimogc4587 good luck!! you’ll smash it bestie

  • @conallmartin6075
    @conallmartin6075 4 года назад

    Got a metrics exam in 4 days and your videos have genuinely saved me. Strides above the quality of teaching I have received, and incomparable to the online lectures we received towards the end of the semester. Just want to say huge thanks!

  • @littlerainyone
    @littlerainyone 10 лет назад +4

    This series is a life-saving. THANK YOU, professor Lambert for this marvelous learning tool! Circumstances do not permit me to return to school, but I need this stuff urgently. It really means a lot. One question, though. You and I speak a different dialect of English and for the life of me I cannot understand what you called the y2t term that replaced the x2t term. "One of the ways serial correlation comes up is if we have a lacta?????dependent variable in our model"? Since a good part of this short video hinges on that one statement, I thought I would ask. Thanks again, for this course. Thank you. Thank you. Thank you.

    • @SpartacanUsuals
      @SpartacanUsuals  10 лет назад +1

      Hi John, thanks for your message, and very kind words. My apologies for the confusion. I actually use the word, 'lagged' in the video. Thanks for pointing out this lack of clarity. All the best with your studies. Ben

    • @preyeshmalde95
      @preyeshmalde95 7 лет назад

      John Stro

  • @dominicj7977
    @dominicj7977 4 года назад +1

    What is the difference between this test and breush pagan test for checking heteroscedasticity?

  • @spencerantoniomarlen-starr3069
    @spencerantoniomarlen-starr3069 4 года назад +1

    Around the 3 minute mark, does anyone know why he skipped delta_1 and went from delta_0 straight to delta_2 in terms of notation?

  • @mmcgurk7334
    @mmcgurk7334 10 лет назад

    Hi Ben, these videos are amazing, thank you so much! I was just wondering; if there is only serial correlation of order 1 but there is also endogenous regressors do you only need the standard t-test method once you have added all the independent variables to the regression on ehat, or do you still have to use the LM test?
    Thanks again for your help!

  • @connorgower3354
    @connorgower3354 10 лет назад

    Hi Ben. Firstly, thanks so much for all your great videos! They are so amazingly helpful! I have a quick question - in this video, you are addressing how to test for SC when we have endogenous regressors - you say that a common example of this is when we have a lagged dependent variable. However, why is this endogenous? In an economic sense, I know 'endogenous' means 'determined within the model' but in econometrics, more specifically a variable Z is endogenous if E(u|Z) =/= 0.
    Say we have this model: Yt = a + bXt + cYt-1 + ut
    Why is it that Yt-1 is endogenous? I know that it is of course determined within the model as Yt-1 = a + bXt-1 + cYt-2 + ut-1, but why is it the case that E(ut|Yt-1) =/= 0 (i.e. endogenous in the econometric sense)? If this is the case, then surely we can't use OLS anyway as our estimates would be biased and inconsistent?
    I am just a bit confused here and was hoping you could clarify. Thanks again for making all these fantastic videos! Connor

  • @SomethingSoOriginal
    @SomethingSoOriginal 10 лет назад +4

    3:32, you mean "corrected for endogeniety" right?

    • @jimb5703
      @jimb5703 7 лет назад

      I was thinking the same thing haha. I'm glad I checked the comment section!

  • @dhruvgambhir95
    @dhruvgambhir95 9 лет назад

    THANKYOU SO MUCH!!!! I Got an ecotrix presentation tomorrow, this saved me! :D

    • @ledin12
      @ledin12 9 лет назад

      Well, this is a pleasant surprise :P

  • @1982sadaf
    @1982sadaf 9 лет назад +1

    @ 3:37, I didn't clearly get when we include y(t-1) instead of independent variables (and not all of them, only x2(t)).

  • @arne0o
    @arne0o 6 лет назад

    Veel te technisch he man

  • @justus4883
    @justus4883 Год назад

    2:20

  • @flavyanecarvalhoxavier5574
    @flavyanecarvalhoxavier5574 3 года назад

    Português

  • @ekonomikospenktagrupe3431
    @ekonomikospenktagrupe3431 9 лет назад

    dalbajobai