Understanding Trees and Recursion 🌳
Explore how tree structures are recursive, with subtrees that are themselves trees, essential for inorder, preorder, and more.
About this video
Why? Because tree structures are naturally recursive — each subtree is a tree itself!
Whether it's inorder, preorder, or postorder traversal, recursion makes it elegant and clean to visit every node.
Think: solve for the root, then let recursion handle the left and right!
https://www.youtube.com/playlist?list=PLJq-63ZRPdBt423WbyAD1YZO0Ljo1pzvY
https://www.youtube.com/playlist?list=PLJq-63ZRPdBssWTtcUlbngD_O5HaxXu6k
https://www.youtube.com/playlist?list=PLJq-63ZRPdBu38EjXRXzyPat3sYMHbIWU
https://www.youtube.com/playlist?list=PLJq-63ZRPdBuo5zjv9bPNLIks4tfd0Pui
https://www.youtube.com/playlist?list=PLJq-63ZRPdBsPWE24vdpmgeRFMRQyjvvj
https://www.youtube.com/playlist?list=PLJq-63ZRPdBslxJd-ZT12BNBDqGZgFo58
#bst #SystemDesign #recursion
Tags and Topics
This video is tagged with the following topics. Click any tag to explore more related content and discover similar videos:
Tags help categorize content and make it easier to find related videos. Browse our collection to discover more content in these categories.
1 user review
Write a Review
User Reviews
0 reviewsBe the first to comment...
Video Information
Total views since publication
User likes and reactions
Video length
Release date
Video definition
About the Channel
Related Trending Topics
LIVE TRENDSThis video may be related to current global trending topics. Click any trend to explore more videos about what's hot right now!
This video is currently trending in Thailand under the topic 'สภาพอากาศ'.
Share This Video
SOCIAL SHAREShare this video with your friends and followers across all major social platforms including X (Twitter), Facebook, Youtube, Pinterest, VKontakte, and Odnoklassniki. Help spread the word about great content!