inOrder traversal with parent pointer
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function Node(value, parent = null){ | |
this.value = value | |
this.left = null | |
this.right = null | |
this.parent = parent | |
} | |
// create tree | |
const root = new Node(2) | |
root.left = new Node(3, root) | |
root.right = new Node(9, root) | |
root.left.left = new Node(21, root.left) | |
root.left.right = new Node(32, root.left) | |
root.left.right.right = new Node(16, root.left.right) | |
root.left.right.right.left = new Node(4, root.left.right.right) | |
root.left.right.right.right = new Node(5, root.left.right.right) | |
// recursive preOrder approach | |
function inOrder(root){ | |
if(!root) return | |
inOrder(root.left) | |
console.log(root.value) | |
inOrder(root.right) | |
} | |
// using parent pointer | |
function nextInOrder(root){ | |
if(!root) return | |
if(root.right){ | |
let curr = root.right | |
while(curr && curr.left) curr = curr.left | |
return curr | |
} | |
let parent = root.parent | |
while(parent && parent.right === root) { | |
root = root.parent | |
parent = parent.parent | |
} | |
return parent | |
} | |
function parentInOrder(root){ | |
// start at the left most node | |
while(root && root.left){ | |
root = root.left | |
} | |
console.log(root.value); | |
let curr = root | |
while(true){ | |
const nxt = nextInOrder(curr) | |
if(!nxt) break | |
curr = nxt | |
console.log(curr.value) | |
} | |
} | |
// result | |
inOrder(root) | |
console.log("----------") | |
parentInOrder(root) | |
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