5.2 Articulation Point and Biconnected Components

Articulation point is a vertex in a graph, if it is removed, graph will split into components.

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[yeyuksel]

Even my grandma would understand this topic with your explanation

[ogawamateus]

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[rahulvijayaragavan]

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[AltairCrysis]

Wow, this was really clear -- I'd gone through 4 different explanations prior to watching this video, and this is the first time I actually understand what was going on! Great job!!

[hardikvansia]

Hats off to you ...
Really great explanation.
Appreciate your hardwork.

[rushikothari]

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[allawhussein]

When an eight minute YouTube video is better than a whole lecture on the subject.

[jaatharsh]

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I watched ur explanation twice to get a better understanding.
keep on posting such videos.

[johnny]

Finally a great explanation, not those freaking recursive formulas

[satishchandra]

But why this algorithm works? I mean why there is an articulation point when L(v)>=d[u]? Any explanation for this is highly appreciated?🙏

[romanarahman]

I was soo confused about this topic but your explanation is amazing Sir. Thanks a lot

[amitmagar]

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[rohes]

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May GOD protect u and guide u❤️❤️❤️❤️❤️❤️

[ankitraina]

Teacher ho toh Abdul sir jesa vrna na ho :)

[pmoieni]

best explanation, algorithms are really hard but with your explanation who will not understand, thank you

[mohammad_bilal]

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:) <3

[gulfilizisk]

Dear Abdul Bari, thanks to you I like the algorithms! Thanks so much!

[Monica-cqhr]

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[rohes]

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Thanks again... ❤️❤️❤️🌹🌹🌹🌹🌹🌹🌹🌹🌹

[sahithmylavarapu]

Simple, clean, neat .
Thanks a lot 😊 sir ...