Machine Learning | DBSCAN

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  • Опубліковано 3 жов 2019
  • Density-based spatial clustering of applications with noise (DBSCAN) is a well-known data clustering algorithm that is commonly used in data mining and machine learning. #MachineLearning #DBSCAN
    Implementation: github.com/ranjiGT/dbscan-met...
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КОМЕНТАРІ • 44

  • @RanjiRaj18
    @RanjiRaj18  3 роки тому

    For notes👉 github.com/ranjiGT/ML-latex-amendments

  • @AmitVerma-yg8pp
    @AmitVerma-yg8pp 3 роки тому +2

    Thank you for the great explanation. You explained DBSCAN very well, and I got it in one go.

  • @heavendiver9598
    @heavendiver9598 4 роки тому +7

    Nice! finally a example on DBSCAN

  • @sahilgarg7284
    @sahilgarg7284 11 місяців тому +2

    The cross table was very helpful! Thanks! 😊

  • @lastency
    @lastency 4 роки тому +2

    u saved my life, my lecture slides has no shit on example for DBSCAN

  • @matbasica
    @matbasica 4 роки тому +1

    That's great. You help me a lot !!!

  • @2minutesawareness276
    @2minutesawareness276 3 роки тому +1

    Thank You for such an educative video.

  • @amritajoshi8729
    @amritajoshi8729 4 роки тому

    can you please tell us which book you prefer in machine learning.

  • @nawshinmannanproma9421
    @nawshinmannanproma9421 4 роки тому

    how can i apply pca before dbscan clustering?

  • @akashpb4179
    @akashpb4179 2 роки тому +1

    Prof se kafi accha samjhaya atleast .. Thanks!!!

  • @nageshsundar8766
    @nageshsundar8766 2 роки тому +1

    Thank you,very nice explanation

  • @sibamarcel9428
    @sibamarcel9428 4 роки тому +1

    Thanks a lot. you help me too much

  • @elt1zygaming192
    @elt1zygaming192 3 роки тому

    Is DB Scan use for Prediction?

  • @kulakburunbox
    @kulakburunbox 3 місяці тому +1

    thank you so much!!!1

  • @hananxh
    @hananxh 3 роки тому +1

    thank you soo much

  • @venugopalkunapareddy6857
    @venugopalkunapareddy6857 Рік тому +1

    Great Explanation !

  • @mianaliasjad
    @mianaliasjad 4 роки тому

    When you are marking a point as border point what condition you consider? Its distance from the core point < ε OR

    • @RanjiRaj18
      @RanjiRaj18  4 роки тому +1

      Lesser than epsilon

    • @Twilight2595
      @Twilight2595 4 роки тому

      @@RanjiRaj18 i dont understand... ε is 1.5, u marked C as border point on the basis that C-E was 1.4...is that so?

    • @kaushalendrakumar5166
      @kaushalendrakumar5166 3 роки тому

      @@Twilight2595 Also one condition about the min point coming under the circle drawn from C as centre, it is less than minimum point condition

  • @pujabhakta8408
    @pujabhakta8408 3 роки тому

    I have send a graph pic how it possible plz reply that graph i can not solve clustering problem

  • @subarnodey9114
    @subarnodey9114 4 роки тому

    Sir after this course pls make videos on data scince..

  • @aditiiyer5398
    @aditiiyer5398 4 роки тому

    how did you take C as border point and by what means??? is it because E and C both have 1.4?

  • @Krishnapriyabilakanti
    @Krishnapriyabilakanti 2 роки тому

    Sir will they give us that table!? Or do we need to construct that?

  • @saadmann3366
    @saadmann3366 2 роки тому

    The explanation is very nice. Why do we want to travel from one cluster to another? Or why we try to connect them/ reach them ?

    • @RanjiRaj18
      @RanjiRaj18  2 роки тому +1

      To make sure similar points within the same cluster are accessible.

    • @saadmann3366
      @saadmann3366 2 роки тому

      Yeah makes sense. Thank you for your reply.

  • @Prajwal_KV
    @Prajwal_KV 3 роки тому

    @RANJI RAJ Sir,can you tell me how to choose the min value and epsilon value?

    • @RanjiRaj18
      @RanjiRaj18  3 роки тому +2

      Great question, but cannot give a satisfying answer though, because both these are hyper parameters and decided based upon the application where you want to apply DBSCAN.

    • @Prajwal_KV
      @Prajwal_KV 3 роки тому

      @@RanjiRaj18 Thank you for the instant response sir

  • @YoussefAhmed-uv7ti
    @YoussefAhmed-uv7ti 4 роки тому

    If p belongs to q epsilon Neighborhood.. then q also belongs to the p epsilon Neighborhood.. hence p now is a border point because of it has q which is a core point so what is the difference between a border point and a directly density reachable noisy point? and thank you

    • @kaushalendrakumar5166
      @kaushalendrakumar5166 3 роки тому

      directly density reachable point would be never a noisy point. A noisy point will be away from a core point altogether. It might belong to the neighborhood of a boundary/border point thus it can be just density reachable point

  • @Raja-tt4ll
    @Raja-tt4ll 4 роки тому +2

    Nice Video

  • @mennagamea4634
    @mennagamea4634 4 роки тому +2

    why did we count the distance from the point to itself when we want to decide whether it's core or not? I think we should not do this and count only the other neighbour?

    • @kaushalendrakumar5166
      @kaushalendrakumar5166 3 роки тому

      Well it a density based algorithm so you need to see how much points are present in a given space so you also need to include the centre as well since it is part of that space too

  • @adinathkankekar62
    @adinathkankekar62 3 роки тому

    how to plot multiple points in dbscan
    ?

  • @mohammed.dawood_
    @mohammed.dawood_ 4 роки тому +1

    👍🏻

  • @lapujain
    @lapujain 4 роки тому

    Your explaination is good but you cover the whole white board while explaining and that makes it really hard to interpret what you are saying.

  • @saikiran-ws2oc
    @saikiran-ws2oc 3 роки тому +1

    No clarity brother

    • @RanjiRaj18
      @RanjiRaj18  3 роки тому

      Try changing the resolution of the video while watching

  • @mohammadmujtabaakhtar5814
    @mohammadmujtabaakhtar5814 2 роки тому

    bhai sahab kaahe ratta maar kar padh rahe ho..... chhhatro kaaa jevan barbaad sankat mein hai