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CheckIfBinaryTreeBalancedTest.java
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package com.thealgorithms.datastructures.trees;
import static org.junit.jupiter.api.Assertions.assertFalse;
import static org.junit.jupiter.api.Assertions.assertTrue;
import org.junit.jupiter.api.Test;
/**
* Test check both implemented ways, iterative and recursive algorithms.
*
* @author Albina Gimaletdinova on 26/06/2023
*/
public class CheckIfBinaryTreeBalancedTest {
@Test
public void testRootNull() {
assertTrue(CheckIfBinaryTreeBalanced.isBalancedRecursive(null));
assertTrue(CheckIfBinaryTreeBalanced.isBalancedIterative(null));
}
@Test
public void testOneNode() {
final BinaryTree.Node root = TreeTestUtils.createTree(new Integer[] {Integer.MIN_VALUE});
assertTrue(CheckIfBinaryTreeBalanced.isBalancedRecursive(root));
assertTrue(CheckIfBinaryTreeBalanced.isBalancedIterative(root));
}
/*
9 <-- Math.abs(height(left) - height(right)) == 0
/ \
7 13
/\ / \
3 8 10 20
*/
@Test
public void testBinaryTreeIsBalancedEqualSubtreeHeights() {
final BinaryTree.Node root = TreeTestUtils.createTree(new Integer[] {9, 7, 13, 3, 8, 10, 20});
assertTrue(CheckIfBinaryTreeBalanced.isBalancedRecursive(root));
assertTrue(CheckIfBinaryTreeBalanced.isBalancedIterative(root));
}
/*
9 <-- Math.abs(height(left) - height(right)) == 1
/ \
7 13
/\
3 8
*/
@Test
public void testBinaryTreeIsBalancedWithDifferentHeights() {
final BinaryTree.Node root = TreeTestUtils.createTree(new Integer[] {9, 7, 13, 3, 8});
assertTrue(CheckIfBinaryTreeBalanced.isBalancedRecursive(root));
assertTrue(CheckIfBinaryTreeBalanced.isBalancedIterative(root));
}
/*
9 <-- only left tree exists, Math.abs(height(left) - height(right)) > 1
/
7
/\
3 8
*/
@Test
public void testBinaryTreeNotBalanced() {
final BinaryTree.Node root = TreeTestUtils.createTree(new Integer[] {9, 7, null, 3, 8});
assertFalse(CheckIfBinaryTreeBalanced.isBalancedRecursive(root));
assertFalse(CheckIfBinaryTreeBalanced.isBalancedIterative(root));
}
/*
9 <-- Math.abs(height(left) - height(right)) > 1
/ \
7 13
/\
3 8
/
11
*/
@Test
public void testBinaryTreeNotBalancedBecauseLeftTreeNotBalanced() {
final BinaryTree.Node root = TreeTestUtils.createTree(new Integer[] {9, 7, 13, 3, 8, null, null, 11});
assertFalse(CheckIfBinaryTreeBalanced.isBalancedRecursive(root));
assertFalse(CheckIfBinaryTreeBalanced.isBalancedIterative(root));
}
}