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CMSC 315 Data Structures and Algorithms
Programming Project 3
The third programming project involves writing a program to read in the preorder representation
of a binary tree and determine whether it is a balanced binary search tree. Given the binary tree
shown below:
.
Its preorder representation would be (53 (28 (11 * *) (41 * *)) (83 (67 * *) *)). The
asterisks represent null children.
The program should repeatedly prompt the user for a binary tree. It should then display the tree
using indentation. For the above tree, its indented representation would be as follows:
53
28
11
41
83
67
It should then categorize the binary tree in one of three ways:
It is not a binary search tree
It is a balanced binary search tree
It is a binary search tree but it is not balanced
If the tree is not a balanced binary search tree, a binary search tree containing the same set of
values should be constructed and displayed in the indented format shown above. It is not
expected that the existing tree be rebalanced, just that a new tree with the same set of values be
constructed. Then the height of the original tree and the balanced binary search tree should be
displayed.
Shown below is a sample session that involves each of the above cases:
Enter a binary tree: (53 (28 (11 * *) (41 * *)) (83 (67 * *) *))
53
28
11
41
83
67
It is a balanced binary search tree
More trees? Y or N: Y
Enter a binary tree: (63 (51 (20 (13 * *) *) *) *)
63
51
20
13
It is a binary search tree but it is not balanced
20
13
51
63
Original tree has height 3
Balanced tree has height 2
More trees? Y or N: Y
Enter a binary tree: (13 (53 * *) (11 (59 * *) *))
13
53
11
59
It is not a binary search tree
13
11
53
59
Original tree has height 2
Balanced tree has height 2
More trees? Y or N: N
In addition, the program should verify that the tree input has valid syntax. Each of the following
errors should be detected;
Incomplete Tree
Data is Not an Integer
Extra Characters at the End
Missing Left Parenthesis
Missing Right Parentheses
The program should consist of three classes. The first class should be the class that defines the
binary tree. It should be an immutable class with the following public methods:
A constructor that accepts a string containing the preorder representation of a binary tree
and constructs a binary tree
A constructor that accepts an array list of integers and constructs a balanced binary search
tree containing those values
A method that outputs the binary tree in indented form
A method that returns whether the tree is a binary search tree.
A method that returns whether the tree is balanced
A method that returns the height of the tree
A method that returns an array list of the values in the tree
Additional private methods may be added as needed.
The second class should be a class that defines a checked exception that is thrown when a tree
with invalid syntax is input. The third class is the class that contains the main method and
accepts the user input and displays the results.
You are to submit two files.
1. The first is a .zip file that contains all the source code for the project. The .zip file
should contain only source code and nothing else, which means only the .java files. If
you elect to use a package the .java files should be in a folder whose name is the
package name. Every outer class should be in a separate .java file with the same name
as the class name. Each file should include a comment block at the top containing your
name, the project name, the date, and a short description of the class contained in that
file.
2. The second is a Word document (PDF or RTF is also acceptable) that contains the
documentation for the project, which should include the following:
a. A UML class diagram that includes all classes you wrote. Do not include
predefined classes.
b. A test plan that includes test cases that you have created indicating what aspects
of the program each one is testing
c. A short paragraph on lessons learned from the project
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