Binary Trees

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class Node { constructor(value){ this.left = null; this.right = null; this.value = value; } } class BinarySearchTree { constructor(){ this.root = null; } insert(value){ const newNode = new Node(value); if (this.root === null) { this.root = newNode; } else { let currentNode = this.root; while(true){ if(value < currentNode.value){ //Left if(!currentNode.left){ currentNode.left = newNode; return this; } currentNode = currentNode.left; } else { //Right if(!currentNode.right){ currentNode.right = newNode; return this; } currentNode = currentNode.right; } } } } lookup(value){ if (!this.root) { return false; } let currentNode = this.root; while(currentNode){ if(value < currentNode.value){ currentNode = currentNode.left; } else if(value > currentNode.value){ currentNode = currentNode.right; } else if (currentNode.value === value) { return currentNode; } } return null } remove(value) { if (!this.root) { return false; } let currentNode = this.root; let parentNode = null; while(currentNode){ if(value < currentNode.value){ parentNode = currentNode; currentNode = currentNode.left; } else if(value > currentNode.value){ parentNode = currentNode; currentNode = currentNode.right; } else if (currentNode.value === value) { //We have a match, get to work! //Option 1: No right child: if (currentNode.right === null) { if (parentNode === null) { this.root = currentNode.left; } else { //if parent > current value, make current left child a child of parent if(currentNode.value < parentNode.value) { parentNode.left = currentNode.left; //if parent < current value, make left child a right child of parent } else if(currentNode.value > parentNode.value) { parentNode.right = currentNode.left; } } //Option 2: Right child which doesnt have a left child } else if (currentNode.right.left === null) { currentNode.right.left = currentNode.left; if(parentNode === null) { this.root = currentNode.right; } else { //if parent > current, make right child of the left the parent if(currentNode.value < parentNode.value) { parentNode.left = currentNode.right; //if parent < current, make right child a right child of the parent } else if (currentNode.value > parentNode.value) { parentNode.right = currentNode.right; } } //Option 3: Right child that has a left child } else { //find the Right child's left most child let leftmost = currentNode.right.left; let leftmostParent = currentNode.right; while(leftmost.left !== null) { leftmostParent = leftmost; leftmost = leftmost.left; } //Parent's left subtree is now leftmost's right subtree leftmostParent.left = leftmost.right; leftmost.left = currentNode.left; leftmost.right = currentNode.right; if(parentNode === null) { this.root = leftmost; } else { if(currentNode.value < parentNode.value) { parentNode.left = leftmost; } else if(currentNode.value > parentNode.value) { parentNode.right = leftmost; } } } return true; } } } } const tree = new BinarySearchTree(); tree.insert(9) tree.insert(4) tree.insert(6) tree.insert(20) tree.insert(170) tree.insert(15) tree.insert(1) tree.remove(170) console.log(JSON.stringify(traverse(tree.root))); // 9 // 4 20 //1 6 15 170 function traverse(node) { const tree = { value: node.value }; tree.left = node.left === null ? null : traverse(node.left); tree.right = node.right === null ? null : traverse(node.right); return tree; }
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