Divide and Conquer: The Art of Breaking Down Problems | Recursion Series

Divide and Conquer is a powerful algorithmic paradigm that breaks down complex problems into smaller, more manageable subproblems. By conquering each subproblem individually and then merging the solutions, this technique allows us to solve intricate challenges efficiently. It is widely used in various domains, such as computer graphics, data analysis, and computational biology.
Source code repository:
github.com/williamfiset/algor...
Video slides:
github.com/williamfiset/algor...

[@KeepTelling]

After your explanation and preudo-code I understood the whole thing immediately! Thank you for your educational work!

[@bantyK]

Yours is the only channel where I have clicked on the bell icon for notification, because I dont want to miss all these awesome content.

[@prajwalchoudhary4824]

Awesome video William I watched your videos on graph now I feel comfortable solving most of the problems around that topic. Thanks you are the best

[@MoscleBrog]

i am one of the luckiest one to find you thank you Mr. Williams to save my GPA

[@adzxyz1950]

helped me immensely with wrapping my head around this

[@anuchan-l7y]

we use this concept in implementation of segment trees .

[@ah_dev]

this video is great and is helping me through a pretty badly explained DSA module! you've explained it much better, thanks.

[@mirroredimage577]

You are the Goat bro.

[@anuchan-l7y]

this concept is used in segment trees

[@MoscleBrog]

i tried to attempt it my self but will this work? i did it a bit different.
mid= (j - i)/ 3
(i, mid, Lst)
(mid+1, j-mid-1, Lst)
(j-mid, j, Lst)

[@subee128]

thanks

[@varshneydevansh]

Thanks. Even I am trying to explain things is real world example way. for example, I tried to explain Linux directories with the game Age of empire and Computer memory organization with my university library. @kyuantym