8.14 Lab*: BT <--- BST ADT (Park)

- Modify the Park class from previous assignments.
- Rewrite the private insert as a recursive function.
- Write the buildBST() function (similar to buildList() in the doubly-linked list lab).
- Display the number of nodes in the tree as shown below:

- Display the tree in inorder, preorder or postorder
- Display the tree as an indented list
- Display the inner nodes of the BST (including its root), in alphabetical order by code

- Write the searchManager() function (similar to searchManager() in the doubly-linked list lab). It calls search BST in a loop.
- Search the BST (implement the recursive private search function).
This commit is contained in:
Iurii Tatishchev 2024-05-03 17:08:04 -07:00
parent 42ba63e654
commit 01d2d7f2cf
Signed by: CaZzzer
GPG Key ID: 28BE602058C08557
14 changed files with 409 additions and 101 deletions

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# Default ignored files
/shelf/
/workspace.xml
# Editor-based HTTP Client requests
/httpRequests/
# Datasource local storage ignored files
/dataSources/
/dataSources.local.xml

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05_trees

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@ -14,7 +14,7 @@ public:
bool insert(const ItemType &item);
// remove a node if found
//bool remove(const ItemType &item);
// bool remove(const ItemType &item);
// find a target node
bool search(const ItemType &target, ItemType &returnedItem) const;
@ -41,10 +41,10 @@ private:
// BinaryNode<ItemType>* _remove(BinaryNode<ItemType>* nodePtr, const ItemType target, bool &success);
// delete target node from tree, called by internal remove node
// BinaryNode<ItemType>* _removeNode(BinaryNode<ItemType>* targetNodePtr);
// BinaryNode<ItemType>* _removeNode(BinaryNode<ItemType>* targetNodePtr);
// remove the leftmost node in the left subtree of nodePtr
// BinaryNode<ItemType>* _removeLeftmostNode(BinaryNode<ItemType>* nodePtr, ItemType &successor);
// BinaryNode<ItemType>* _removeLeftmostNode(BinaryNode<ItemType>* nodePtr, ItemType &successor);
};
@ -52,8 +52,9 @@ private:
// Wrapper for _insert - Inserting items within a tree
template<class ItemType>
bool BinarySearchTree<ItemType>::insert(const ItemType &newEntry) {
BinaryNode<ItemType> *newNodePtr = new BinaryNode<ItemType>(newEntry);
auto *newNodePtr = new BinaryNode<ItemType>(newEntry);
this->rootPtr = _insert(this->rootPtr, newNodePtr);
this->count++;
return true;
}
@ -92,31 +93,31 @@ bool BinarySearchTree<ItemType>::search(const ItemType &anEntry, ItemType &retur
//////////////////////////// private functions ////////////////////////////////////////////
// Implementation of the insert operation: iterative algorithm
// Recursive implementation of the insert operation
template<class ItemType>
BinaryNode<ItemType> *BinarySearchTree<ItemType>::_insert(BinaryNode<ItemType> *nodePtr,
BinaryNode<ItemType> *newNodePtr) {
BinaryNode<ItemType> *pWalk = nodePtr, *parent = nullptr;
// Base case: tree is empty
if (nodePtr == nullptr) return newNodePtr;
if (!nodePtr) // == NULL
{
nodePtr = newNodePtr;
return nodePtr;
} else {
while (pWalk) // != NULL
{
parent = pWalk;
if (pWalk->getItem() > newNodePtr->getItem())
pWalk = pWalk->getLeftPtr();
else
pWalk = pWalk->getRightPtr();
}
if (parent->getItem() > newNodePtr->getItem())
parent->setLeftPtr(newNodePtr);
else
parent->setRightPtr(newNodePtr);
// Inserting larger item to the right:
if (nodePtr->getItem() < newNodePtr->getItem()) {
// Recurse if right child is not null
if (nodePtr->getRightPtr() != nullptr)
_insert(nodePtr->getRightPtr(), newNodePtr);
// Otherwise, insert the new node
else nodePtr->setRightPtr(newNodePtr);
}
// Inserting smaller item to the left:
else {
// Recurse if left child is not null
if (nodePtr->getLeftPtr() != nullptr)
_insert(nodePtr->getLeftPtr(), newNodePtr);
// Otherwise, insert the new node
else nodePtr->setLeftPtr(newNodePtr);
}
// Return the root node
return nodePtr;
}
@ -141,7 +142,7 @@ BinaryNode<ItemType> *BinarySearchTree<ItemType>::_findLargest(BinaryNode<ItemTy
return _findLargest(nodePtr->getRightPtr(), biggest);
}
// Implementation for the search operation: recursive algorithm
// Recursive implementation of the search operation
// - return NULL if target not found, otherwise
// - returns a pointer to the node that matched the target
template<class ItemType>
@ -154,6 +155,9 @@ BinaryNode<ItemType> *BinarySearchTree<ItemType>::_search(BinaryNode<ItemType> *
// Recursive cases, search either left or right subtree based on the target
if (target < nodePtr->getItem()) return _search(nodePtr->getLeftPtr(), target);
if (target > nodePtr->getItem()) return _search(nodePtr->getRightPtr(), target);
// To prevent compiler warning
return nullptr;
}
#endif

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@ -35,13 +35,15 @@ public:
count = 0;
}
void preOrder(void visit(ItemType &)) const { _preorder(visit, rootPtr); }
void preOrder(void visit(const ItemType &)) const { _preorder(visit, rootPtr); }
void inOrder(void visit(ItemType &)) const { _inorder(visit, rootPtr); }
void inOrder(void visit(const ItemType &)) const { _inorder(visit, rootPtr); }
void postOrder(void visit(ItemType &)) const { _postorder(visit, rootPtr); }
void postOrder(void visit(const ItemType &)) const { _postorder(visit, rootPtr); }
void printTree(void visit(ItemType &, int)) const { _printTree(visit, rootPtr, 1); }
void printTree(void visit(const ItemType &, int)) const { _printTree(visit, rootPtr, 1); }
void printInnerNodes(void visit(const ItemType &)) const { _printInnerNodes(visit, rootPtr); }
// abstract functions to be implemented by derived class
virtual bool insert(const ItemType &newData) = 0;
@ -54,14 +56,15 @@ private:
void destroyTree(BinaryNode<ItemType> *nodePtr);
// internal traverse
void _preorder(void visit(ItemType &), BinaryNode<ItemType> *nodePtr) const;
void _preorder(void visit(const ItemType &), BinaryNode<ItemType> *nodePtr) const;
void _inorder(void visit(ItemType &), BinaryNode<ItemType> *nodePtr) const;
void _inorder(void visit(const ItemType &), BinaryNode<ItemType> *nodePtr) const;
void _postorder(void visit(ItemType &), BinaryNode<ItemType> *nodePtr) const;
void _postorder(void visit(const ItemType &), BinaryNode<ItemType> *nodePtr) const;
void _printTree(void visit(ItemType &, int), BinaryNode<ItemType> *nodePtr, int level) const;
void _printTree(void visit(const ItemType &, int), BinaryNode<ItemType> *nodePtr, int level) const;
void _printInnerNodes(void visit(const ItemType &), BinaryNode<ItemType> *nodePtr) const;
};
// Destroy the entire tree
@ -78,7 +81,7 @@ void BinaryTree<ItemType>::destroyTree(BinaryNode<ItemType> *nodePtr) {
// Preorder Traversal
template<class ItemType>
void BinaryTree<ItemType>::_preorder(void visit(ItemType &), BinaryNode<ItemType> *nodePtr) const {
void BinaryTree<ItemType>::_preorder(void visit(const ItemType &), BinaryNode<ItemType> *nodePtr) const {
if (nodePtr == nullptr) return;
ItemType item = nodePtr->getItem();
@ -90,7 +93,7 @@ void BinaryTree<ItemType>::_preorder(void visit(ItemType &), BinaryNode<ItemType
// Inorder Traversal
template<class ItemType>
void BinaryTree<ItemType>::_inorder(void visit(ItemType &), BinaryNode<ItemType> *nodePtr) const {
void BinaryTree<ItemType>::_inorder(void visit(const ItemType &), BinaryNode<ItemType> *nodePtr) const {
if (nodePtr) // != NULL
{
ItemType item = nodePtr->getItem();
@ -102,7 +105,7 @@ void BinaryTree<ItemType>::_inorder(void visit(ItemType &), BinaryNode<ItemType>
// Postorder Traversal
template<class ItemType>
void BinaryTree<ItemType>::_postorder(void visit(ItemType &), BinaryNode<ItemType> *nodePtr) const {
void BinaryTree<ItemType>::_postorder(void visit(const ItemType &), BinaryNode<ItemType> *nodePtr) const {
if (nodePtr == nullptr) return;
_postorder(visit, nodePtr->getLeftPtr());
@ -113,7 +116,7 @@ void BinaryTree<ItemType>::_postorder(void visit(ItemType &), BinaryNode<ItemTyp
// Prints tree as an indented list
template<class ItemType>
void BinaryTree<ItemType>::_printTree(void visit(ItemType &, int), BinaryNode<ItemType> *nodePtr, int level) const {
void BinaryTree<ItemType>::_printTree(void visit(const ItemType &, int), BinaryNode<ItemType> *nodePtr, int level) const {
if (nodePtr == nullptr) return;
ItemType item = nodePtr->getItem();
@ -122,4 +125,15 @@ void BinaryTree<ItemType>::_printTree(void visit(ItemType &, int), BinaryNode<It
_printTree(visit, nodePtr->getLeftPtr(), level + 1);
}
// Prints inner nodes
template<class ItemType>
void BinaryTree<ItemType>::_printInnerNodes(void visit(const ItemType &), BinaryNode<ItemType> *nodePtr) const {
if (nodePtr == nullptr || nodePtr->isLeaf()) return;
ItemType item = nodePtr->getItem();
_printInnerNodes(visit, nodePtr->getLeftPtr());
visit(item);
_printInnerNodes(visit, nodePtr->getRightPtr());
}
#endif

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@ -6,4 +6,6 @@ set(CMAKE_CXX_STANDARD 20)
add_executable(05_trees main.cpp
BinaryTree.h
BinaryNode.h
BinarySearchTree.h)
BinarySearchTree.h
Park.cpp
Park.h)

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05-trees/Park.cpp Normal file
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// Implementation file for the Park class
// Written By: Iurii Tatishchev
// Reviewed By: Iurii Tatishchev
// IDE: CLion
#include <iostream>
#include <iomanip>
#include <string>
#include "Park.h"
using namespace std;
// **************************************************
// Constructor
// **************************************************
Park::Park() {
code = "";
state = "";
name = "";
description = "";
year = -1;
}
// **************************************************
// Overloaded Constructor
// **************************************************
Park::Park(string cd, string st, string nm, string dsc, int yr) {
code = cd;
state = st;
name = nm;
description = dsc;
year = yr;
}
// Friend Functions Definitions
// ***********************************************************
// hDisplay
// Displays code, state, and year data members of a Park object
// on one line (horizontal display)
// ***********************************************************
void hDisplay(const Park &item) {
cout << item.code << " ";
cout << item.state << " ";
cout << item.year << " ";
cout << endl;
}
// ***********************************************************
// vDisplay
// Displays name, description, state, and year of a Park object
// one per line (vertical display)
// ***********************************************************
void vDisplay(const Park &item) {
cout << " Name: " << item.name << endl;
cout << "Description: " << item.description << endl;
cout << " State: " << item.state << endl;
cout << " Year: " << item.year << endl;
}
// ***********************************************************
// iDisplay
// on one line, including the level number and
// ".." for each indentation level
// ***********************************************************
void iDisplay(const Park &item, int level) {
for (int i = 1; i < level; i++)
cout << "..";
cout << level << "). " << item.code << endl;
}
// ***********************************************************
// kDisplay
// Displays the key: code of a Park object
// on one line (key display)
// ***********************************************************
void kDisplay(const Park &park) {
cout << park.code << "\n";
}

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05-trees/Park.h Normal file
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// Specification file for the Park class
// Written By: Iurii Tatishchev
// Reviewed by: Iurii Tatishchev
// IDE: CLion
#ifndef PARK_H
#define PARK_H
// #include<iostream>
#include<string>
// #include<cstdlib>
// using namespace std;
// ^^^^^ This statement
// in a header file of a complex project could create
// namespace management problems for the entire project
// (such as name collisions).
// Do not write using namespace at the top level in a header file!
using std::string;
class Park {
private:
string code; // the unique park identifier
string state;
string name;
string description;
int year;
public:
// constructors
Park();
Park(string, string, string, string, int);
// setters
void setCode(string cd) { code = cd; }
void setState(string st) { state = st; }
void setName(string nm) { name = nm; }
void setDesc(int dsc) { description = dsc; }
void setYear(int yr) { year = yr; }
// getters
string getCode() const { return code; }
string getState() const { return state; }
string getName() const { return name; }
string getDesc() const { return description; }
int getYear() const { return year; }
/* overloaded operators
- the stream insertion operator ( << )
- the relational operators (<, >, == )
*/
friend std::ostream &operator<<(std::ostream &out, const Park &park);
bool operator<(const Park &park) const { return code < park.code; }
bool operator>(const Park &park) const { return code > park.code; }
bool operator==(const Park &park) const { return code == park.code; }
// friend functions
friend void hDisplay(const Park &);
friend void vDisplay(const Park &);
friend void iDisplay(const Park &item, int level);
friend void kDisplay(const Park &item);
};
void hDisplay(const Park &);
void vDisplay(const Park &);
void iDisplay(const Park &item, int level);
void kDisplay(const Park &item);
#endif

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@ -1,87 +1,152 @@
// BST ADT
// Name: Iurii Tatishchev
// Created by Iurii Tatishchev
// Modified by: Iurii Tatishchev
#include "BinarySearchTree.h"
#include "Park.h"
#include <iostream>
#include <iomanip>
#include <fstream>
#include <string>
#include <cctype>
using namespace std;
void buildBST(int n, BinarySearchTree<int> &);
void displayManager(const BinarySearchTree<Park> &bst);
void hDisplay(int &);
void buildBST(const string &filename, BinarySearchTree<Park> &bst);
void vDisplay(int &);
void iDisplay(int &, int);
void searchManager(const BinarySearchTree<Park> &bst);
int main() {
BinarySearchTree<int> bst;
string filename;
BinarySearchTree<Park> bst;
int n;
cout << "What is the number of nodes in the BST? " << endl;
cin >> n;
buildBST(n, bst);
cout << "Inorder: ";
bst.inOrder(hDisplay);
cout << endl;
cout << "Search Section:" << endl;
int searchCount = n / 2;
int target, item;
while (searchCount--) {
target = rand() % 30 + 10;
cout << target;
if (bst.search(target, item)) {
cout << " FOUND! Data contains: "
<< item << endl;
} else
cout << " NOT FOUND!\n";
}
cout << "What is the input file's name? ";
getline(cin, filename);
buildBST(filename, bst);
displayManager(bst);
searchManager(bst);
return 0;
}
/*
buildBST: builds a binary search tree
of integers
Display manager: traversals, count, indented tree, and inner nodes
Input Parameter: bst
*/
void buildBST(int n, BinarySearchTree<int> &bst) {
bool duplicate[41] = {false}; // all are set to 0 (false)
int item;
void displayManager(const BinarySearchTree<Park> &bst) {
while (n > 0) {
item = rand() % 31 + 10;
if (duplicate[item] == false) { // not a duplicate
bst.insert(item);
n--;
duplicate[item] = true;
string option;
// count
cout << "Display count [Y/N]?" << endl;
getline(cin, option);
option[0] = toupper(option[0]);
if (option == "Y") {
cout << "The number of nodes in the BST is ";
cout << bst.getCount() << endl;
}
// traversals
cout << "Display Tree [In/Pre/posT/N]?" << endl;
getline(cin, option); // I, P, T or N
option[0] = toupper(option[0]);
switch (option[0]) {
case 'I':
cout << endl << "Inorder:" << endl;
bst.inOrder(hDisplay);
cout << endl;
break;
case 'P':
cout << endl << "Preorder:" << endl;
bst.preOrder(hDisplay);
cout << endl;
break;
case 'T':
cout << endl << "Postorder:" << endl;
bst.postOrder(hDisplay);
cout << endl;
break;
case 'N':
break;
default:
cout << "Invalid option!" << endl;
break;
}
// Indented Tree
cout << "Display Indented List [Y/N]?" << endl;
getline(cin, option);
option[0] = toupper(option[0]);
if (option == "Y") {
cout << "Indented List:" << endl;
bst.printTree(iDisplay);
cout << endl;
}
// Inner Nodes
cout << "Display Inner Nodes [Y/N]?" << endl;
getline(cin, option);
option[0] = toupper(option[0]);
if (option == "Y") {
cout << "Inner Nodes:" << endl;
bst.printInnerNodes(kDisplay);
cout << endl;
}
}
void buildBST(const string &filename, BinarySearchTree<Park> &bst) {
ifstream inputFile(filename);
cout << "Reading data from \"" << filename << "\"" << endl;
if (!inputFile) {
cout << "Error opening the input file: \"" << filename << "\"" << endl;
exit(EXIT_FAILURE);
}
string line;
while (getline(inputFile, line)) {
int year;
string code, name, state, dsc;
stringstream temp(line); // create temp with data from line
temp >> code; // read from temp
temp >> state;
temp >> year;
temp.ignore(); // to ignore space in front of name
getline(temp, name, ';'); // stop reading name at ';'
temp.ignore(); // to ignore space in front of description
getline(temp, dsc);
// create a Park object and initialize it with data from file
Park aPark(code, state, name, dsc, year);
bst.insert(aPark);
}
inputFile.close();
}
void searchManager(const BinarySearchTree<Park> &bst) {
string targetCode = "";
Park aPark;
cout << endl << " Search" << endl;
cout << "=======" << endl;
while (targetCode != "Q") {
cout << "Enter a park code (or Q to stop searching):" << endl;
getline(cin, targetCode);
// Convert targetCode to uppercase
for (char &c : targetCode) c = toupper(c);
if (targetCode != "Q") {
Park target;
target.setCode(targetCode);
if (bst.search(target, aPark))
vDisplay(aPark);
else
cout << "Park \"" << targetCode << "\" was not found in this list." << endl;
}
}
cout << "___________________END SEARCH SECTION _____" << endl;
}
/*
horizontal display: all items on one line
*/
void hDisplay(int &item) {
cout << item << " ";
}
/*
vertical display: one item per line
*/
void vDisplay(int &item) {
cout << item << endl;
}
/*
indented tree display: one item per line, including the level number
*/
void iDisplay(int &item, int level) {
for (int i = 1; i < level; i++)
cout << "..";
cout << level << "). " << item << endl;
}

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@ -0,0 +1,20 @@
MOJ CA 1994 Mojave National Preserve; Spectacular Landscape in Absolute Solitude
YOS CA 1890 Yosemite National Park; A Land of Giants
LAS CA 1916 Lassen Volcanic National Park; Bubbling Below the Surface
PRE CA 1962 Point Reyes National Seashore; Sky Above, Sea Beyond
BRC UT 1928 Bryce Canyon National Park; Pillars of Stone
DEV CA 1911 Devils Postpile National Monument; A Geologic Gem
MUW CA 1908 Muir Woods National Monument; John Muirs Cathedral
CAL UT 1964 Canyonlands National Park; The Heart of the High Desert
GLA MT 1910 Glacier National Park; Reflections of the Past
ALC CA 1934 Alcatraz Island; Landmark Unlocked
YEL WY 1872 Yellowstone National Park; Otherworldly on Earth
ROC CO 1915 Rocky Mountain National Park; On Top of the World
CRA OR 1902 Crater Lake National Park; Deep and Pristine Waters
PIN CA 2013 Pinnacles National Park; Spectacular Remains of an Ancient Volcano
DEN AK 1980 Denali National Park and Preserve; Beyond the Mountain
ZIO UT 1919 Zion National Park; An Oasis Amidst the Desert
JOS CA 1994 Joshua Tree National Park; The Outer Limits of Reality
GRC AZ 1908 Grand Canyon National Park; A Sight Beyond Words
ARC UT 1929 Arches National Park; Windows to the Sky
DEA CA 1994 Death Valley National Park; A Land of Extremes