redBlackTree.title
redBlackTree.definition
redBlackTree.propertiesTitle
- 1redBlackTree.property1
- 2redBlackTree.property2
- 3redBlackTree.property3
- 4redBlackTree.property4
- 5redBlackTree.property5
redBlackTree.operationsTitle
+redBlackTree.insert
redBlackTree.insertDesc
redBlackTree.case 1:redBlackTree.insertCase1
redBlackTree.case 2:redBlackTree.insertCase2
redBlackTree.case 3:redBlackTree.insertCase3
-redBlackTree.delete
redBlackTree.deleteDesc
redBlackTree.case 1:redBlackTree.deleteCase1
redBlackTree.case 2:redBlackTree.deleteCase2
redBlackTree.case 3:redBlackTree.deleteCase3
redBlackTree.case 4:redBlackTree.deleteCase4
?redBlackTree.search
redBlackTree.searchDesc
redBlackTree.rotationsTitle
redBlackTree.leftRotationName
redBlackTree.leftRotation
redBlackTree.rightRotationName
redBlackTree.rightRotation
redBlackTree.comparisonTitle
redBlackTree.rbTreeName
- redBlackTree.rbAdvantage1
- redBlackTree.rbAdvantage2
- redBlackTree.rbAdvantage3
redBlackTree.avlTreeName
- redBlackTree.avlAdvantage1
- redBlackTree.avlAdvantage2
- redBlackTree.avlAdvantage3
redBlackTree.visualization
🌳Tree is empty. Insert a value to begin.
Red Node
Black Node
redBlackTree.complexity
| Operation | Average | Worst | Notes |
|---|---|---|---|
| Insert | O(log n) | O(log n) | Max 2 rotations |
| Delete | O(log n) | O(log n) | Max 3 rotations |
| Search | O(log n) | O(log n) | Binary search |
| Space | O(n) | O(n) | 1 extra bit per node |
redBlackTree.complexityNote
redBlackTree.continueLearning
enhanced.author.title
enhanced.author.writtenBy:enhanced.author.teamName
enhanced.author.reviewedBy:enhanced.author.reviewerName
enhanced.author.lastUpdated:February 2, 2026