@dxzmpk/js-algorithms-data-structures
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Algorithms and data-structures implemented on JavaScript
152 lines (126 loc) • 4.06 kB
JavaScript
import BinaryTreeNode from '../BinaryTreeNode';
import Comparator from '../../../utils/comparator/Comparator';
export default class BinarySearchTreeNode extends BinaryTreeNode {
/**
* @param {*} [value] - node value.
* @param {function} [compareFunction] - comparator function for node values.
*/
constructor(value = null, compareFunction = undefined) {
super(value);
// This comparator is used to compare node values with each other.
this.compareFunction = compareFunction;
this.nodeValueComparator = new Comparator(compareFunction);
}
/**
* @param {*} value
* @return {BinarySearchTreeNode}
*/
insert(value) {
if (this.nodeValueComparator.equal(this.value, null)) {
this.value = value;
return this;
}
if (this.nodeValueComparator.lessThan(value, this.value)) {
// Insert to the left.
if (this.left) {
return this.left.insert(value);
}
const newNode = new BinarySearchTreeNode(value, this.compareFunction);
this.setLeft(newNode);
return newNode;
}
if (this.nodeValueComparator.greaterThan(value, this.value)) {
// Insert to the right.
if (this.right) {
return this.right.insert(value);
}
const newNode = new BinarySearchTreeNode(value, this.compareFunction);
this.setRight(newNode);
return newNode;
}
return this;
}
/**
* @param {*} value
* @return {BinarySearchTreeNode}
*/
find(value) {
// Check the root.
if (this.nodeValueComparator.equal(this.value, value)) {
return this;
}
if (this.nodeValueComparator.lessThan(value, this.value) && this.left) {
// Check left nodes.
return this.left.find(value);
}
if (this.nodeValueComparator.greaterThan(value, this.value) && this.right) {
// Check right nodes.
return this.right.find(value);
}
return null;
}
/**
* @param {*} value
* @return {boolean}
*/
contains(value) {
return !!this.find(value);
}
/**
* @param {*} value
* @return {boolean}
*/
remove(value) {
const nodeToRemove = this.find(value);
if (!nodeToRemove) {
throw new Error('Item not found in the tree');
}
const { parent } = nodeToRemove;
if (!nodeToRemove.left && !nodeToRemove.right) {
// Node is a leaf and thus has no children.
if (parent) {
// Node has a parent. Just remove the pointer to this node from the parent.
parent.removeChild(nodeToRemove);
} else {
// Node has no parent. Just erase current node value.
nodeToRemove.setValue(undefined);
}
} else if (nodeToRemove.left && nodeToRemove.right) {
// Node has two children.
// Find the next biggest value (minimum value in the right branch)
// and replace current value node with that next biggest value.
const nextBiggerNode = nodeToRemove.right.findMin();
if (!this.nodeComparator.equal(nextBiggerNode, nodeToRemove.right)) {
this.remove(nextBiggerNode.value);
nodeToRemove.setValue(nextBiggerNode.value);
} else {
// In case if next right value is the next bigger one and it doesn't have left child
// then just replace node that is going to be deleted with the right node.
nodeToRemove.setValue(nodeToRemove.right.value);
nodeToRemove.setRight(nodeToRemove.right.right);
}
} else {
// Node has only one child.
// Make this child to be a direct child of current node's parent.
/** @var BinarySearchTreeNode */
const childNode = nodeToRemove.left || nodeToRemove.right;
if (parent) {
parent.replaceChild(nodeToRemove, childNode);
} else {
BinaryTreeNode.copyNode(childNode, nodeToRemove);
}
}
// Clear the parent of removed node.
nodeToRemove.parent = null;
return true;
}
/**
* @return {BinarySearchTreeNode}
*/
findMin() {
if (!this.left) {
return this;
}
return this.left.findMin();
}
}