public void SortedElementsAfterAddingAndRemoving()
{
BinarySearchTreeMap <int, int> tree = new BinarySearchTreeMap <int, int>();
int elementsCount = 10000;
//To make it more balanced
tree.Add(50, 50);
tree.Add(75, 75);
tree.Add(25, 25);
//Adding every seventh number, then every fifth number,
//every third and at last all numbers
for (int i = 7; i > 0; i -= 2)
{
int el = 0;
while (el < elementsCount)
{
if (!tree.ContainsKey(el))
{
tree.Add(el, el);
}
el += i;
}
}
bool removedEverything = true;
//Removing every second number
for (int i = 0; i < elementsCount; i += 2)
{
if (!tree.Remove(i))
{
removedEverything = false;
}
}
int last = -1;
int count = 0;
bool elementsAreSorted = true;
foreach (var item in tree)
{
if (last > item.Key)
{
elementsAreSorted = false;
}
last = item.Key;
count++;
}
Trace.WriteLine(tree.Count);
Assert.IsTrue(tree.Count == count &&
elementsAreSorted &&
removedEverything);
}
/// <summary>
/// Recursively visits all nodes of the given tree in the specified order and applies the given action on them. Level-order traversal is iterative.
/// </summary>
/// <typeparam name="TKey">The data type of the key of the <see cref="BinarySearchTreeMap{TKey, TValue}"/>.</typeparam>
/// <typeparam name="TValue">The data type of the value of the <see cref="BinarySearchTreeMap{TKey, TValue}"/>.</typeparam>
/// <param name="tree">The <see cref="BinarySearchTreeMap{TKey, TValue}"/> for traversal.</param>
/// <param name="action">The action to perform on each node.</param>
/// <param name="traversalMode">The way in which the tree is traversed.</param>
public static void ForEachRecursive <TKey, TValue>(this BinarySearchTreeMap <TKey, TValue> tree, Action <BinarySearchTreeMapNode <TKey, TValue> > action, TraversalMode traversalMode = TraversalMode.InOrder)
{
if (tree == null)
{
throw new ArgumentNullException("tree");
}
if (action == null)
{
throw new ArgumentNullException("action");
}
if (tree.Root == null)
{
return;
}
switch (traversalMode)
{
case TraversalMode.InOrder:
InOrderVisitor(tree.Root, action);
break;
case TraversalMode.InOrderRightToLeft:
InOrderRightToLeftVisitor(tree.Root, action);
break;
case TraversalMode.PreOrder:
PreOrderVisitor(tree.Root, action);
break;
case TraversalMode.PreOrderRightToLeft:
PreOrderRightToLeftVisitor(tree.Root, action);
break;
case TraversalMode.PostOrder:
PostOrderVisitor(tree.Root, action);
break;
case TraversalMode.PostOrderRightToLeft:
PostOrderRightToLeftVisitor(tree.Root, action);
break;
case TraversalMode.LevelOrder:
LevelOrderVisitor(tree.Root, action);
break;
case TraversalMode.LevelOrderRightToLeft:
LevelOrderRightToLeftVisitor(tree.Root, action);
break;
default:
InOrderVisitor(tree.Root, action);
break;
}
}
public void CheckIfNodeIsInvalidatedAfterClearingAndAfterRemoval()
{
var tree = new BinarySearchTreeMap <int, int>();
tree.Add(2, 2);
tree.Add(1, 1);
tree.Add(3, 3);
// Tree looks like this:
// 2
// / \
// 1 3
var node1 = tree.Root.Left;
var node2 = tree.Root;
var node3 = tree.Root.Right;
tree.Remove(2);
if (node2.Left != null || node2.Right != null)
{
Assert.Fail("2");
}
tree.Remove(3);
if (node3.Left != null || node3.Right != null)
{
Assert.Fail("3");
}
tree.Remove(1);
if (node1.Left != null || node1.Right != null)
{
Assert.Fail("1");
}
tree.Add(2, 2);
tree.Add(1, 1);
tree.Add(3, 3);
node1 = tree.Root.Left;
node2 = tree.Root;
node3 = tree.Root.Right;
tree.Clear();
Assert.IsTrue(node1.Left == null && node1.Right == null &&
node2.Left == null && node2.Right == null &&
node3.Left == null && node3.Right == null &&
tree.Root == null &&
tree.Count == 0);
}
public void AddingElementsWithIndexer()
{
BinarySearchTreeMap <int, int> tree = new BinarySearchTreeMap <int, int>();
int elementsCount = 10000;
//To make it more balanced
tree[50] = 50;
tree[75] = 75;
tree[25] = 25;
//Adding every seventh number, then every fifth number,
//every third and at last all numbers
for (int i = 7; i > 0; i -= 2)
{
int el = 0;
while (el < elementsCount)
{
if (!tree.ContainsKey(el))
{
tree[el] = el;
}
el += i;
}
}
int last = -1;
int count = 0;
bool elementsAreSorted = true;
foreach (var item in tree)
{
if (last > item.Key)
{
elementsAreSorted = false;
}
last = item.Key;
count++;
}
Trace.WriteLine(tree.Count);
Assert.IsTrue(tree.Count == elementsCount &&
elementsAreSorted &&
count == elementsCount);
}
public void RemoveAllExceptOne()
{
BinarySearchTreeMap <int, int> tree = new BinarySearchTreeMap <int, int>();
int elementsCount = 10000;
//To make it more balanced
tree.Add(50, 50);
tree.Add(75, 75);
tree.Add(25, 25);
//Adding every seventh number, then every fifth number,
//every third and at last all numbers
for (int i = 7; i > 0; i -= 2)
{
int el = 0;
while (el < elementsCount)
{
if (!tree.ContainsKey(el))
{
tree.Add(el, el);
}
el += i;
}
}
bool removedEverything = true;
for (int i = 0; i < elementsCount - 1; i++)
{
if (!tree.Remove(i))
{
removedEverything = false;
}
}
Assert.IsTrue(tree.Count == 1 &&
removedEverything &&
tree.Root.Value == elementsCount - 1);
}
public static void DoTest()
{
// Binary Search Tree Map collection
var bstMap = new BinarySearchTreeMap<int, string>(allowDuplicates: false);
// Testing data
KeyValuePair<int, string>[] values = new KeyValuePair<int, string>[10];
// Prepare the values array
for(int i = 1; i <= 10; ++i)
{
var keyValPair = new KeyValuePair<int, string>(i, String.Format("Integer: {0}", i));
values[i - 1] = keyValPair;
}
//
// Test singular insert
for (int i = 0; i < 10; ++i)
bstMap.Insert(values[i].Key, values[i].Value);
Debug.Assert(bstMap.Count == values.Length, "Expected the same number of items.");
bstMap.Clear();
//
// Test collection insert
bstMap.Insert(values);
//
// Test enumeration of key-value pairs is still in oreder
var enumerator = bstMap.GetInOrderEnumerator();
for (int i = 0; i < 10; ++i)
{
if (enumerator.MoveNext())
{
var curr = enumerator.Current;
if (curr.Key != values[i].Key || curr.Value != values[i].Value)
throw new Exception();
}
}
//
// Test against re-shuffled insertions (not like above order)
bstMap = new BinarySearchTreeMap<int, string>(allowDuplicates: false);
bstMap.Insert(4, "int4");
bstMap.Insert(5, "int5");
bstMap.Insert(7, "int7");
bstMap.Insert(2, "int2");
bstMap.Insert(1, "int1");
bstMap.Insert(3, "int3");
bstMap.Insert(6, "int6");
bstMap.Insert(0, "int0");
bstMap.Insert(8, "int8");
bstMap.Insert(10, "int10");
bstMap.Insert(9, "int9");
Debug.Assert(bstMap.Count == values.Length, "Expected the same number of items.");
//
// ASSERT INSERTING DUPLICATES WOULD BREAK
var insert_duplicate_passed = true;
try
{
// 2 already exists in tree
bstMap.Insert(2, "int2");
insert_duplicate_passed = true;
}
catch
{
insert_duplicate_passed = false;
}
Debug.Assert(insert_duplicate_passed == false, "Fail! The tree doesn't allow duplicates");
//
// Test find
Debug.Assert(bstMap.Find(5).Key == 5, "Wrong find result!");
Debug.Assert(bstMap.FindMin().Key == 0, "Wrong min!");
Debug.Assert(bstMap.FindMax().Key == 10, "Wrong max!");
//
// Assert find raises exception on non-existing elements
bool threwKeyNotFoundError = false;
try
{
bstMap.Find(999999999);
threwKeyNotFoundError = false;
}
catch(KeyNotFoundException)
{
threwKeyNotFoundError = true;
}
Debug.Assert(true == threwKeyNotFoundError, "Expected to catch KeyNotFoundException.");
//
// PRINT TREE
Console.WriteLine("*****************************");
Console.WriteLine(" [*] BINARY SEARCH TREE TREE:\r\n");
Console.WriteLine("*****************************");
Console.WriteLine(bstMap.DrawTree());
Console.WriteLine("\r\n");
//
// Assert count
Debug.Assert(bstMap.Count == 11);
//
// Assert existence and nonexistence of some items
Debug.Assert(bstMap.Contains(1) == true);
Debug.Assert(bstMap.Contains(3) == true);
Debug.Assert(bstMap.Contains(999) == false);
//
// Do some deletions
bstMap.Remove(7);
bstMap.Remove(1);
bstMap.Remove(3);
//
// Assert count
Debug.Assert(bstMap.Count == 8);
//
// Assert nonexistence of previously existing items
Debug.Assert(bstMap.Contains(1) == false);
Debug.Assert(bstMap.Contains(3) == false);
//
// Remove root key
var oldRootKey = bstMap.Root.Key;
bstMap.Remove(bstMap.Root.Key);
//
// Assert count
Debug.Assert(bstMap.Count == 7);
//
// Assert nonexistence of old root's key
Debug.Assert(bstMap.Contains(oldRootKey) == false);
//
// PRINT TREE
Console.WriteLine("*****************************");
Console.WriteLine(" [*] BINARY SEARCH TREE TREE:\r\n");
Console.WriteLine("*****************************");
Console.WriteLine(bstMap.DrawTree(includeValues: true));
Console.WriteLine("\r\n");
Console.ReadLine();
}
public static void DoTest()
{
// Binary Search Tree Map collection
var bstMap = new BinarySearchTreeMap <int, string>(allowDuplicates: false);
// Testing data
KeyValuePair <int, string>[] values = new KeyValuePair <int, string> [10];
// Prepare the values array
for (int i = 1; i <= 10; ++i)
{
var keyValPair = new KeyValuePair <int, string>(i, String.Format("Integer: {0}", i));
values[i - 1] = keyValPair;
}
//
// Test singular insert
for (int i = 0; i < 10; ++i)
{
bstMap.Insert(values[i].Key, values[i].Value);
}
Debug.Assert(bstMap.Count == values.Length, "Expected the same number of items.");
bstMap.Clear();
//
// Test collection insert
bstMap.Insert(values);
//
// Test enumeration of key-value pairs is still in oreder
var enumerator = bstMap.GetInOrderEnumerator();
for (int i = 0; i < 10; ++i)
{
if (enumerator.MoveNext())
{
var curr = enumerator.Current;
if (curr.Key != values[i].Key || curr.Value != values[i].Value)
{
throw new Exception();
}
}
}
//
// Test against re-shuffled insertions (not like above order)
bstMap = new BinarySearchTreeMap <int, string>(allowDuplicates: false);
bstMap.Insert(4, "int4");
bstMap.Insert(5, "int5");
bstMap.Insert(7, "int7");
bstMap.Insert(2, "int2");
bstMap.Insert(1, "int1");
bstMap.Insert(3, "int3");
bstMap.Insert(6, "int6");
bstMap.Insert(0, "int0");
bstMap.Insert(8, "int8");
bstMap.Insert(10, "int10");
bstMap.Insert(9, "int9");
Debug.Assert(bstMap.Count == values.Length, "Expected the same number of items.");
//
// ASSERT INSERTING DUPLICATES WOULD BREAK
var insert_duplicate_passed = true;
try
{
// 2 already exists in tree
bstMap.Insert(2, "int2");
insert_duplicate_passed = true;
}
catch
{
insert_duplicate_passed = false;
}
Debug.Assert(insert_duplicate_passed == false, "Fail! The tree doesn't allow duplicates");
//
// Test find
Debug.Assert(bstMap.Find(5).Key == 5, "Wrong find result!");
Debug.Assert(bstMap.FindMin().Key == 0, "Wrong min!");
Debug.Assert(bstMap.FindMax().Key == 10, "Wrong max!");
//
// Assert find raises exception on non-existing elements
bool threwKeyNotFoundError = false;
try
{
bstMap.Find(999999999);
threwKeyNotFoundError = false;
}
catch (KeyNotFoundException)
{
threwKeyNotFoundError = true;
}
Debug.Assert(true == threwKeyNotFoundError, "Expected to catch KeyNotFoundException.");
//
// PRINT TREE
Console.WriteLine("*****************************");
Console.WriteLine(" [*] BINARY SEARCH TREE TREE:\r\n");
Console.WriteLine("*****************************");
Console.WriteLine(bstMap.DrawTree());
Console.WriteLine("\r\n");
//
// Assert count
Debug.Assert(bstMap.Count == 11);
//
// Assert existence and nonexistence of some items
Debug.Assert(bstMap.Contains(1) == true);
Debug.Assert(bstMap.Contains(3) == true);
Debug.Assert(bstMap.Contains(999) == false);
//
// Do some deletions
bstMap.Remove(7);
bstMap.Remove(1);
bstMap.Remove(3);
//
// Assert count
Debug.Assert(bstMap.Count == 8);
//
// Assert nonexistence of previously existing items
Debug.Assert(bstMap.Contains(1) == false);
Debug.Assert(bstMap.Contains(3) == false);
//
// Remove root key
var oldRootKey = bstMap.Root.Key;
bstMap.Remove(bstMap.Root.Key);
//
// Assert count
Debug.Assert(bstMap.Count == 7);
//
// Assert nonexistence of old root's key
Debug.Assert(bstMap.Contains(oldRootKey) == false);
//
// PRINT TREE
Console.WriteLine("*****************************");
Console.WriteLine(" [*] BINARY SEARCH TREE TREE:\r\n");
Console.WriteLine("*****************************");
Console.WriteLine(bstMap.DrawTree(includeValues: true));
Console.WriteLine("\r\n");
Console.ReadLine();
}//end-do-test
public void ContatinsValueBeforeAndAfterUpdatingValue()
{
BinarySearchTreeMap <int, int> tree = new BinarySearchTreeMap <int, int>();
int elementsCount = 1000;
//To make it more balanced
tree.Add(50, 50);
tree.Add(75, 75);
tree.Add(25, 25);
//Adding every seventh number, then every fifth number,
//every third and at last all numbers
for (int i = 7; i > 0; i -= 2)
{
int el = 0;
while (el < elementsCount)
{
if (!tree.ContainsKey(el))
{
tree.Add(el, el);
}
el += i;
}
}
// Check if values are contained, make them negative and check again. Skip zero...
for (int i = 1; i < elementsCount; i++)
{
if (!tree.ContainsValue(i))
{
Assert.Fail();
}
tree[i] = -i;
if (tree.ContainsValue(i))
{
Assert.Fail();
}
if (!tree.ContainsValue(-i))
{
Assert.Fail();
}
}
int last = -1;
int count = 0;
bool elementsAreSorted = true;
foreach (var item in tree)
{
if (last > item.Key)
{
elementsAreSorted = false;
}
last = item.Key;
count++;
}
Trace.WriteLine(tree.Count);
Assert.IsTrue(tree.Count == elementsCount &&
elementsAreSorted &&
count == elementsCount);
}
public void UpdatingElementsWithIndexerUsingTryGetValueMethodToGetValue()
{
BinarySearchTreeMap <int, int> tree = new BinarySearchTreeMap <int, int>();
int elementsCount = 10000;
//To make it more balanced
tree[50] = 50;
tree[75] = 75;
tree[25] = 25;
//Adding every seventh number, then every fifth number,
//every third and at last all numbers
for (int i = 7; i > 0; i -= 2)
{
int el = 0;
while (el < elementsCount)
{
if (!tree.ContainsKey(el))
{
tree.Add(el, el);
}
el += i;
}
}
bool removedEverything = true;
//Removing every second number
for (int i = 0; i < elementsCount; i += 2)
{
if (!tree.Remove(i))
{
removedEverything = false;
}
}
// Make all values negative
for (int i = 0; i < elementsCount; i++)
{
int value;
if (tree.TryGetValue(i, out value))
{
tree[value] = -value;
}
}
int last = -1;
int count = 0;
bool elementsAreSorted = true;
foreach (var item in tree)
{
if (item.Value > 0)
{
Assert.Fail();
}
if (last > item.Key)
{
elementsAreSorted = false;
}
last = item.Key;
count++;
}
Trace.WriteLine(tree.Count);
Assert.IsTrue(tree.Count == count &&
elementsAreSorted &&
removedEverything);
}
public void AddingAfterRemovingAllElements()
{
var tree = new BinarySearchTreeMap <int, int>();
int elementsCount = 10000;
//Adding every seventh number, then every fifth number,
//every third and at last all numbers
for (int i = 7; i > 0; i -= 2)
{
int el = 0;
while (el < elementsCount)
{
if (!tree.ContainsKey(el))
{
tree.Add(el, el);
}
el += i;
}
}
if (tree.Count != elementsCount)
{
Assert.Fail();
}
//Removing every seventh number, then every fifth number,
//every third and at last all numbers
for (int i = 7; i > 0; i -= 2)
{
int el = 0;
while (el < elementsCount)
{
tree.Remove(el);
el += i;
}
}
if (tree.Count != 0)
{
Assert.Fail();
}
//Adding every seventh number, then every fifth number,
//every third and at last all numbers
for (int i = 7; i > 0; i -= 2)
{
int el = 0;
while (el < elementsCount)
{
if (!tree.ContainsKey(el))
{
tree.Add(el, el);
}
el += i;
}
}
int last = -1;
int count = 0;
bool elementsAreSorted = true;
foreach (var item in tree)
{
if (last > item.Key)
{
elementsAreSorted = false;
}
last = item.Key;
count++;
}
Assert.IsTrue(tree.Count == elementsCount &&
elementsAreSorted &&
count == elementsCount);
}
