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Treefactory_levelordertraversal.cpp
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Treefactory_levelordertraversal.cpp
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#pragma once
#include <iostream>
#include <string>
#include "GenericTree.h"
/*******************************************************************
Populate a tree by completing the treeFactory function.
****************************************************************/
static void treeFactory(GenericTree<int>& tree) {
tree.clear();
// Create root node for GenericTree<int>:
GenericTree<int>::TreeNode* n_root = tree.getRootPtr();
tree.createRoot(4);
// Children nodes:
auto n_eight = tree.getRootPtr()->addChild(8);
tree.getRootPtr()->addChild(15);
auto n_sixteen = n_eight->addChild(16);
n_eight->addChild(23);
n_sixteen->addChild(42);
return;
}
static void treeFactoryTest() {
std::cout << std::endl;
std::cout << "------------------------------" << std::endl;
std::cout << "EXERCISE 1: treeFactoryTest" << std::endl;
std::cout << "The output should match what you see in the code comments" << std::endl << std::endl;
GenericTree<int> tree(9999);
treeFactory(tree);
std::cout << tree << std::endl;
}
// -------------------------------------------------------------------
// Breadth-first vs. Depth-first Search Strategies
// -------------------------------------------------------------------
// countNullChildrenRecursive:
template <typename N>
int countNullChildrenRecursive(N* subtreeRoot) {
// Base case: If the root of this subtree itself is null, then return 1.
if (!subtreeRoot) return 1;
int nullChildrenSum = 0;
// Iterate over the list of children and recurse on each subtree.
for (auto childPtr : subtreeRoot->childrenPtrs) {
// Increment the sum by the result of recursing on this child's subtree.
nullChildrenSum += countNullChildrenRecursive(childPtr);
}
// Return the sum.
return nullChildrenSum;
}
template <typename N>
int countNullChildrenIterative(N* subtreeRoot) {
int nullChildrenSum = 0;
// Stack of node pointers that we still need to explore (constructed empty)
std::stack<N*> nodesToExplore;
// Begin by pushing our subtree root pointer onto the stack
nodesToExplore.push(subtreeRoot);
// Loop while there are still nodes to explore
while (!nodesToExplore.empty()) {
// Make a copy of the top pointer on the stack, then pop it to decrease the stack
N* topNode = nodesToExplore.top();
nodesToExplore.pop();
if (!topNode) {
// If the top node pointer is null, then we must not dereference it.
// Just increment the null counter, then "continue" to jump back to the top of the loop.
nullChildrenSum++;
continue;
}
// If the node exists, it may have children pointers. Let's iterate
// through the childrenPtrs vector and push copies of those pointers
// onto the exploration stack.
for (auto childPtr : topNode->childrenPtrs) {
nodesToExplore.push(childPtr);
}
}
// Return the sum.
return nullChildrenSum;
}
/*******************************************************************
Implements level-order traversal in the traverseLevels function.
// traverseLevels:
*/
template <typename T>
std::vector<T> traverseLevels(GenericTree<T>& tree) {
// This defines a type alias for the appropriate TreeNode dependent type.
// This might be convenient.
using TreeNode = typename GenericTree<T>::TreeNode;
// Now you can refer to a pointer to a TreeNode in this function like this.
// TreeNode* someTreeNodePointer = nullptr;
// This is the results vector you need to fill.
std::vector<T> results;
auto rootNodePtr = tree.getRootPtr();
if (!rootNodePtr) return results;
std::vector<TreeNode *> next_level_childPtrs;
std::vector<TreeNode *> childPtrs;
childPtrs = rootNodePtr->childrenPtrs;
results.push_back(rootNodePtr->data);
while(childPtrs.size() != 0){
next_level_childPtrs.clear();
for(std::size_t w = 0; w < childPtrs.size(); w++){
T ch_data = childPtrs[w]->data;
results.push_back(ch_data);
for( std::size_t p = 0 ; p < childPtrs[w]->childrenPtrs.size() ; p++){
next_level_childPtrs.push_back(childPtrs[w]->childrenPtrs[p]);
}
}
childPtrs.clear();
childPtrs = next_level_childPtrs;
}
return results;
}
// traversalTest:
static void traversalTest() {
std::cout << std::endl;
std::cout << "------------------------------" << std::endl;
std::cout << "EXERCISE 2: traversalTest" << std::endl;
std::cout << "Testing your traverseLevels function" << std::endl << std::endl;
{
// This is the tree from exampleTree1() in main.cpp
std::cout << "[Test 1] Expected output:" << std::endl
<< "A B E C D F G" << std::endl;
GenericTree<std::string> tree1("A");
auto nodeA = tree1.getRootPtr();
auto nodeB = nodeA->addChild("B");
nodeB->addChild("C");
nodeB->addChild("D");
auto nodeE = nodeA->addChild("E");
nodeE->addChild("F");
nodeE->addChild("G");
std::vector<std::string> tree1_results = traverseLevels(tree1);
std::cout << "Your traverseLevels output:" << std::endl;
for (auto result : tree1_results) {
std::cout << result << " ";
}
std::cout << std::endl << std::endl;
}
{
// This is the tree from exampleTree2() in main.cpp
std::cout << "[Test 2] Expected output:" << std::endl
<< "A B D J K C E I L F G M H" << std::endl;
GenericTree<std::string> tree2("A");
auto A = tree2.getRootPtr();
A->addChild("B")->addChild("C");
auto D = A->addChild("D");
auto E = D->addChild("E");
E->addChild("F");
E->addChild("G")->addChild("H");
D->addChild("I");
A->addChild("J");
auto L = A->addChild("K")->addChild("L");
L->addChild("M");
std::vector<std::string> tree2_results = traverseLevels(tree2);
std::cout << "Your traverseLevels output:" << std::endl;
for (auto result : tree2_results) {
std::cout << result << " ";
}
std::cout << std::endl << std::endl;
}
{
// This is the tree you should have built for the first part of this
// assignment above, with treeFactory.
std::cout << "[Test 3] Expected output:" << std::endl
<< "4 8 15 16 23 42" << std::endl;
GenericTree<int> tree3(9999);
treeFactory(tree3);
std::vector<int> tree3_results = traverseLevels(tree3);
std::cout << "Your traverseLevels output:" << std::endl;
for (auto result : tree3_results) {
std::cout << result << " ";
}
std::cout << std::endl << std::endl;
}
}