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November 14, 2017 17:52
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tree visiting algorithms
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function Node (name) { | |
this.name = name; | |
this.children = []; | |
} | |
function Tree (node) { | |
this.node = node; | |
this.visit = function(fn) { | |
return fn(this.node); | |
} | |
} | |
var preOrder = (node) => [].concat.apply([node.name], node.children.map(preOrder)); | |
var postOrder = (node) => [].concat.apply([], node.children.map(postOrder)).concat([node.name]); | |
var r = new Node('R'), | |
m = new Node('M'), | |
n = new Node('N'), | |
a = new Node('A'), | |
b = new Node('B'), | |
t = new Node('T'), | |
o = new Node('O'), | |
p = new Node('P'), | |
q = new Node('Q'); | |
r.children = [m, n]; | |
m.children = [a, b]; | |
a.children = [t]; | |
n.children = [o,p, q]; | |
var tree = new Tree(r); | |
console.log("preOrder:", tree.visit(preOrder)); | |
console.log("postOrder:", tree.visit(postOrder)); |
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