Code With Me : Gibbs Sampling

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  • Опубликовано: 24 дек 2024

Комментарии • 23

  • @teegnas
    @teegnas 3 года назад +19

    Love the work you do for the community ... hence decided to be your Patreon ... this is a big deal for me ... since I did it for the first time. Keep up the good work!

    • @ritvikmath
      @ritvikmath  3 года назад +4

      Wow thank you! I appreciate all your support and especially the constructive comments you provide!

    • @teegnas
      @teegnas 3 года назад

      @@ritvikmath thanks ... will keep them coming.

  • @neelabhchoudhary2063
    @neelabhchoudhary2063 5 месяцев назад

    Your videos helped me so much during my grad school courses in the previous semesters.
    Thanks so much dude

  • @siddhant997
    @siddhant997 2 года назад

    Amazing work! I will definitely support you in whatever little way I can

  • @javiermarchenahurtado7013
    @javiermarchenahurtado7013 3 года назад

    Absolutely great video!! I love this Code With Me format, you can see the theoretical points through practical examples. Best and most natural way to learn!!

  • @ravisaripalli6735
    @ravisaripalli6735 5 месяцев назад

    I really appreciate your lucid explanations in all your presentations on this subject. In this video you did touch upon the of mean and standard deviation values for the sampled conditional distributions , asking the viewer to see earlier videos for explanation. Perhaps it would improve the presentation, if you at least mentioned that it is due to the bivariate dustribution's correlation parameter (rho = 0.5).

  • @user-or7ji5hv8y
    @user-or7ji5hv8y 3 года назад +2

    Great video, really helped clarify the theoretical video.

  • @nivethanyogarajah1493
    @nivethanyogarajah1493 10 месяцев назад

    You are incredible!

  • @xiaoweilin8184
    @xiaoweilin8184 2 года назад

    Extremely excellent video series! I now start ow wonder how does the Numpy library generate the uncorrelated samples?

  • @vahidnikoofard2939
    @vahidnikoofard2939 2 года назад

    I just discovered your channel. Your videos are excellent. They have a good balance of math, intuition and coding. Thank you very much for sharing your knowledge with us. As a suggestion, the audio of the videos can be improved. It's very low.

  • @user-or7ji5hv8y
    @user-or7ji5hv8y 3 года назад +1

    Can you do a video on bijectors.

  • @ResilientFighter
    @ResilientFighter 3 года назад +1

    @ritvik are you a TA at UCLA?

  • @satishchaudhary7875
    @satishchaudhary7875 Год назад

    Great vid, please Code for metropolis hasting and hamiltonian monte carlo as well

  • @eunnilee8859
    @eunnilee8859 Год назад

    Can you code gibbs sampler for beta-binomial distrition? :(((

  • @AdrianDolinay
    @AdrianDolinay 3 года назад

    Big fan of the code along

  • @luanagancio6801
    @luanagancio6801 Год назад

    To use this code do I need to install matplotlib?

  • @ccuuttww
    @ccuuttww 3 года назад +1

    well for me in gibbs sampling we don't want to deal with some crazy marginal like 100+ integral

  • @Mia-st6sq
    @Mia-st6sq Год назад

    so niiiiiice!!!!

  • @ispeakfactslol
    @ispeakfactslol Год назад

    Thankyou sir.💙

  • @BenMatern
    @BenMatern 2 года назад

    Awesome, thanks for this.

  • @user-or7ji5hv8y
    @user-or7ji5hv8y 3 года назад

    But why is such correlation a problem, if that is what you are implying?

    • @mrjigeeshu
      @mrjigeeshu 3 года назад

      I also did not really understand why he showed the correlations? However, it is good to check the autocorrelation in case of Gibbs sampling. If there is high autocorrelation in the chain then each step is possibly not added enough information and this could be inefficient as it would take a looong to converge. I don't think he spoke about it in his videos on gibbs sampling .