AVL Tree in Java - AVL Tree Data Structure: It is a balanced binary search tree - the heights of given node's children trees don't differ more than 1 (with height of node = max of its children node + 1).

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Balanced Tree – AVL Tree in Java

In this tutorial, we're gonna look at AVL Tree Data Structure. It is a balanced binary search tree - the heights of given node's children trees don't differ more than 1 (with height of node = max of its children node + 1).

To simplify the sample, we assume that`Node rightRotation(Node node) { // input C Node newParentNode = node.getLeftNode(); // newParentNode = B Node mid = newParentNode.getRightNode(); // store B's right node 'mid' (B < mid < C)`

`newParentNode.setRightNode(node); // C now becomes right node of B node.setLeftNode(mid); // 'mid' now becomes left node of C node.setHeight(Math.max(height(node.getLeftNode()), height(node.getRightNode())) + 1); newParentNode.setHeight(Math.max(height(newParentNode.getLeftNode()), height(newParentNode.getRightNode())) + 1); return newParentNode; // return B as the parent of A and C`

`}`

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Balanced Tree – AVL Tree in Java

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