Matrix Approach to Multiple Linear Regression

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  • Опубликовано: 4 дек 2024

Комментарии • 26

  • @kimerared
    @kimerared Год назад +6

    Your explanation is simple and clear to understand. You are better than my professor. Thanks for your videos.

  • @catelinnx7677
    @catelinnx7677 2 года назад +13

    Wow I’m so lucky to find this video, concise and to the point! Thank you

    • @Talon_Ryan
      @Talon_Ryan 2 года назад +1

      That's why I never attend class in-person

    • @udaychauhan7070
      @udaychauhan7070 10 месяцев назад

      Yeah me too ,,,,,,,, wandering around about a week

  • @mikeygifford
    @mikeygifford 9 месяцев назад +2

    How beautiful! I loved linear algebra in college. What a great refresher

  • @機油.....好難喝
    @機油.....好難喝 7 месяцев назад +2

    This question has already bothered me 40 hours.
    Thanks to this good video ,I love it.😍😍😍

  • @adw1z
    @adw1z Год назад +5

    This is amazing, thank you so much! Finally can link theory from my lectures with intuition behind the concepts! It would be amazing if u made a similar video on generalised linear models

    • @sakshammansukhani9454
      @sakshammansukhani9454 Год назад

      same bruv. My professor used the matrix approach and I didn't understand shit.

  • @red_3244
    @red_3244 2 года назад +5

    Thank you, this is exactly what I was looking for!

  • @kk___kk___kk
    @kk___kk___kk 19 дней назад

    I have a bachelors in Economics and a masters in Bussiness analytics, and this helped me connect a lot of dots between all my knowledge so far, to develop intuition behind how a linear regression actually works. I was trying to understand the intution behind why adding more variables in a linear regression helps "explain" the variation of the dependent variable. I think the answer is that when you add a new variable, you are creating a different "line" for which you are trying to estimate the beta coefficients that minimize the residuals. By adding a new variable, you are perhaps able to capture more of the variance of y, because you perhaps calculate a line that is closer to the true regression. By adding too many variables (non counfounders), you are adding unecessary noise that is creating bias in your estimation of the regression.

  • @arpithavasudev6579
    @arpithavasudev6579 2 года назад +1

    This was very good learning material and well demonstrated steps. Thank you very much!

  • @muknerd2
    @muknerd2 Месяц назад

    A very good explanation indeed!

  • @mikeygifford
    @mikeygifford 9 месяцев назад +1

    Here’s a tip. In practice, you can create scatter plots of new variables plotted on x and the variance of your multi linear regression model on y. To find more variables to explain the variance in your model

  • @Talon_Ryan
    @Talon_Ryan 2 года назад +1

    Excellent content.

  • @bennyli4735
    @bennyli4735 8 месяцев назад

    Thank you so much for the lecture!

  • @winaraj
    @winaraj 7 месяцев назад

    Best! Very helpful video.

  • @septianchannel
    @septianchannel 10 месяцев назад

    Thank you, you saved my life :)

  • @gamingwithdingo
    @gamingwithdingo 5 месяцев назад

    I love this guy

  • @chris97371
    @chris97371 Год назад

    Thank you so much!! That is so helpful for me

  • @penpaperwithrishi7843
    @penpaperwithrishi7843 Месяц назад

    Thanks a lot

  • @youssefsamernarouz8608
    @youssefsamernarouz8608 2 года назад +2

    thank youuu

  • @fionaravioli2232
    @fionaravioli2232 Год назад +1

    omg thank you so much 😭😭😭😭!!!!!

  • @suyashdongre
    @suyashdongre Год назад

    THANK YOU SO MUCH!

  • @upcoming8296
    @upcoming8296 7 месяцев назад

    Which is book

  • @tsehayenegash8394
    @tsehayenegash8394 2 года назад +2

    Where Can I get your next video

    • @LearnChemE
      @LearnChemE  2 года назад +1

      Here's the playlist: ruclips.net/p/PL4xAk5aclnUjdC0bnZuizleV0MR6LRvrP