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B-Tree Data structure | Introduction & Properties | DSA
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In this tutorial we will study and understand the B-tree Data Structure.
Definition - A B-Tree is a self-balancing m-way search tree data structure that allows searches, accesses, insertions, and deletions in logarithmic time.
A B-tree is an M-way search tree with two special properties:
1. It is perfectly balanced: every leaf node is at the same depth.
2. Every node, except the root, is at least half-full, i.e. contains M/2 or more values (of course, it cannot contain more than M-1 values). The root may have any number of values (1 to M-1).
Timecodes -
00:00 Intro & Recap
00:34 B-Tree Introduction
02:57 M-way search tree vs B-Tree
09:19 Applications of B-Trees
Theory & Code article -
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#btree #mwaysearchtree #btrees #datastructures
---------------------------------------------------------------------------------------------
In this tutorial we will study and understand the B-tree Data Structure.
Definition - A B-Tree is a self-balancing m-way search tree data structure that allows searches, accesses, insertions, and deletions in logarithmic time.
A B-tree is an M-way search tree with two special properties:
1. It is perfectly balanced: every leaf node is at the same depth.
2. Every node, except the root, is at least half-full, i.e. contains M/2 or more values (of course, it cannot contain more than M-1 values). The root may have any number of values (1 to M-1).
Timecodes -
00:00 Intro & Recap
00:34 B-Tree Introduction
02:57 M-way search tree vs B-Tree
09:19 Applications of B-Trees
Theory & Code article -
Simple Snippets Official Website -
Simple Snippets on Facebook -
Simple Snippets on Instagram -
Simple Snippets on Twitter -
Simple Snippets Google Plus Page -
Simple Snippets email ID -
#btree #mwaysearchtree #btrees #datastructures
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