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Name of Program: main ----------------------------------------------------------------------------- Welcome to our C++ program of Binary Search Trees! Our program takes in an input file (provided are int-input1.txt, float-input1.txt, and string-input1.txt) and creates a BST. User will select an appropriate type for the values represented in the files (int, float, or string). User may: insert(i), delete(d), retrieve(r), length(l), in-order(n), pre-order(p), post-order(o), getNumSingleParent(s), getNumLeafNodes(f), getSumOfSubtrees(t), and quit(q). ----------------------------------------------------------------------------- Input Parameters: Takes in an input file through txt file. Tree type. ----------------------------------------------------------------------------- Needed Files: BinaryTree.h, BinaryTree.cpp, Main.cpp, Makefile, int-input1.txt, float-input1.txt string-input1.txt ----------------------------------------------------------------------------- getNumLeafNodes FUNCTION PSEUDO AND BIG O: PSEUDO CODE: take in node traverse the bst, if root is null on left and right return n + 1 else, go through the right roots, return getNumLeafNodes for left if right node is null else, go through the left roots, return getNumLeafNodes for right if left node is null else, continue through the BST, return recursively right and left BIG O: O(n) because you must traverse the BST on one side of the root ----------------------------------------------------------------------------- getNumSingleParent FUNCTION PSEUDO AND BIG O: PSEUDO CODE: take in node declare count to 0 if tree is not null, check to see if left is not null, right is null OR left is null, right is NOT null, increase count if this condition is true continue to traverse the list, setting count to the tree on the right and tree on th eleft return count BIG O: O(n) because you must traverse the tree to check if each node is null ----------------------------------------------------------------------------- getSumOfSubTrees FUNCTION PSEUDO AND BIG O: PSEUDO CODE: take in tree declare counters for the left and right, set to 0 find left, call getSumOfSubTrees on the left side with count find right, call getSumOfSubTrees on the right side with count declare count and set to tree key value + right + left return count else return 0 BIG O: O(n), to find the number of subtrees use recursion to count the number of nodes in range ----------------------------------------------------------------------------- CODERS: Luan Ho ( lqh24430@uga.edu ) - Worked on BinaryTree.h, BinaryTree.cpp, Main.cpp, Makefile, README.txt Tommy Nguyen ( thn94465@uga.edu ) - Worked on BinaryTree.h, BinaryTree.cpp, Main.cpp, Makefile, README.txt ----------------------------------------------------------------------------- How to Compile: make ----------------------------------------------------------------------------- How to Run: main FILEINPUTHERE.TXT
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