Files
codekata-golang/binary_tree_230804/main_test.go
2023-08-05 13:41:19 +08:00

170 lines
2.2 KiB
Go

package main
import (
"fmt"
"testing"
)
type node struct {
left *node
right *node
value string
}
func preOrder(n *node) {
if n != nil {
visit(n)
preOrder(n.left)
preOrder(n.right)
}
}
func preOrder2(n *node) {
stack := NewStack()
p := n
for p != nil || !stack.IsEmpty() {
if p != nil {
stack.Push(p)
visit(p)
p = p.left
} else {
x, err := stack.Pop()
if err != nil {
fmt.Print(err.Error())
p = nil
break
}
p = x.(*node)
p = p.right
}
}
}
func inOrder(n *node) {
if n != nil {
inOrder(n.left)
visit(n)
inOrder(n.right)
}
}
func inOrder2(n *node) {
stack := NewStack()
p := n
for p != nil || !stack.IsEmpty() {
if p != nil {
stack.Push(p)
p = p.left
} else {
x, err := stack.Pop()
if err != nil {
fmt.Print(err.Error())
p = nil
break
}
p = x.(*node)
visit(p)
p = p.right
}
}
}
func postOrder(n *node) {
if n != nil {
postOrder(n.left)
postOrder(n.right)
visit(n)
}
}
func postOrder2(n *node) {
stack := NewStack()
p := n
var r *node = nil
for p != nil || !stack.IsEmpty() {
if p != nil {
stack.Push(p)
p = p.left
} else {
x := stack.Top()
if x == nil {
break
}
p = x.(*node)
if p.right != nil && p.right != r {
p = p.right
stack.Push(p)
p = p.left
} else {
x, err := stack.Pop()
if err != nil {
fmt.Print(err.Error())
p = nil
break
}
p = x.(*node)
visit(p)
r = p
p = nil
}
}
}
}
func visit(n *node) {
fmt.Printf("Visiting Node: %s\n", n.value)
}
func makeBinaryTree() *node {
ln1 := &node{
value: "D",
}
ln2 := &node{
value: "E",
}
ln := &node{
value: "B",
left: ln1,
right: ln2,
}
rn := &node{
value: "C",
}
n := &node{
value: "A",
left: ln,
right: rn,
}
return n
}
func TestPreOrder(t *testing.T) {
n := makeBinaryTree()
preOrder(n)
}
func TestPreOrder2(t *testing.T) {
n := makeBinaryTree()
preOrder2(n)
}
func TestInOrder(t *testing.T) {
n := makeBinaryTree()
inOrder(n)
}
func TestInOrder2(t *testing.T) {
n := makeBinaryTree()
inOrder2(n)
}
func TestPostOrder(t *testing.T) {
n := makeBinaryTree()
postOrder(n)
}
func TestPostOrder2(t *testing.T) {
n := makeBinaryTree()
postOrder2(n)
}