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Height Of Binary Tree in Go
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package main | |
import ( | |
"fmt" | |
) | |
type Node struct { | |
Value int | |
Left *Node | |
Right *Node | |
} | |
type NodeInit map[int][]int | |
func main() { | |
// data source | |
// index mapped to meaningless number, index of left child, index of right child | |
// -1 means no child | |
ds := make(NodeInit, 0) | |
ds[0] = []int{1, -1, -1} | |
ds[1] = []int{3, -1, -1} | |
ds[2] = []int{2, 0, 1} | |
ds[3] = []int{6, -1, -1} | |
ds[4] = []int{4, 2, 3} | |
ds[5] = []int{1, -1, 4} | |
fmt.Println(ds) | |
nodes := createNodes(ds) | |
last := nodes[len(nodes)-1] | |
fmt.Println(height(&last)) | |
} | |
func createNodes(n NodeInit) (nodes []Node) { | |
for i := 0; i < len(n); i++ { | |
node := Node{} | |
nodes = append(nodes, node) | |
} | |
for idx, _ := range n { | |
nodes[idx].Value = n[idx][0] | |
if n[idx][1] == -1 { | |
nodes[idx].Left = nil | |
} else { | |
nodes[idx].Left = &nodes[n[idx][1]] | |
} | |
if n[idx][2] == -1 { | |
nodes[idx].Right = nil | |
} else { | |
nodes[idx].Right = &nodes[n[idx][2]] | |
} | |
} | |
return nodes | |
} | |
func height(n *Node) int { | |
if n == nil { | |
return 0 | |
} | |
leftHeight := height(n.Left) | |
rightHeight := height(n.Right) | |
if leftHeight > rightHeight { | |
return leftHeight + 1 | |
} else { | |
return rightHeight + 1 | |
} | |
} |
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