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using System;
using Xunit;
namespace AlgorithmsAndDataStructures.Tests.DataStructures.AvlTree;
public class AvlTreeTests
{
[Fact]
public void CanInsertRootNode()
{
var sut = new AlgorithmsAndDataStructures.DataStructures.AdelsonVelskyLandisTree.AvlTree();
sut.Insert(10);
Assert.True(sut.IsBalanced);
}
[Fact]
public void SimpleTreeIsBalanced()
{
var sut = new AlgorithmsAndDataStructures.DataStructures.AdelsonVelskyLandisTree.AvlTree();
sut.Insert(10);
sut.Insert(11);
sut.Insert(9);
Assert.True(sut.IsBalanced);
}
[Fact]
public void TreeIsBalancedWhenUnbalanceIsEqualToOne()
{
var sut = new AlgorithmsAndDataStructures.DataStructures.AdelsonVelskyLandisTree.AvlTree();
sut.Insert(10);
sut.Insert(11);
sut.Insert(9);
sut.Insert(8);
Assert.True(sut.IsBalanced);
}
[Fact]
public void CanDeleteRootNode()
{
var sut = new AlgorithmsAndDataStructures.DataStructures.AdelsonVelskyLandisTree.AvlTree();
sut.Insert(10);
sut.Delete(10);
Assert.True(sut.IsBalanced);
}
[Fact]
public void CanDeleteRightNonRootNode()
{
var sut = new AlgorithmsAndDataStructures.DataStructures.AdelsonVelskyLandisTree.AvlTree();
sut.Insert(10);
sut.Insert(11);
sut.Delete(10);
Assert.True(sut.IsBalanced);
}
[Fact]
public void CanDeleteLeftNonRootNode()
{
var sut = new AlgorithmsAndDataStructures.DataStructures.AdelsonVelskyLandisTree.AvlTree();
sut.Insert(10);
sut.Insert(11);
sut.Delete(10);
Assert.True(sut.IsBalanced);
}
[Fact]
public void TreeIsRebalanacedAfterDelete()
{
var sut = new AlgorithmsAndDataStructures.DataStructures.AdelsonVelskyLandisTree.AvlTree();
var random = new Random();
var seed = new int[10000];
for (var j = 0; j < seed.Length; j++)
{
seed[j] = random.Next(100000);
sut.Insert(seed[j]);
Assert.True(sut.IsBalanced);
}
for (var j = 0; j < seed.Length; j++)
{
sut.Delete(seed[j]);
Assert.True(sut.IsBalanced);
}
}
}