INFORMATION & COMPUTER SCIENCE DEPARTMENT, KFUPM

ICS 202: DATA STRUCTURES

LAB#08:   Huffman Coding

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Objectives:

1.       To gain experience with encoding and decoding strings manually using the Huffman coding technique.

2.    To study the implementation of the Huffman encoding algorithm.

3.    To implement the Huffman decoding algorithm.

1.  Downloadables:

Download lab08.zip and unzip it under the ics202 main folder.

     After unzipping, the following files will be updated/added to the ics202 package:

            HuffmanChar.java

            HuffmanNode.java

            HuffmanCode.java

     The file TestHuffmanCode.java will be placed in ics202.lab08 package.

 2.      Task1

Study each of the files HuffmanChar.java , HuffmanNode.java,  HuffmanCode.java, and TestHuffmanCode.java carefully.

Notice that the method encode() in HuffmanCode.java is almost a straight forward translation of the algorithm demonstrated in the Huffman Lecture.    

3.      Task2

        Write a visitor class HuffmanCodePrinter (in ics202.lab08). An instance of this class will be used in an inorder traversal 

        of a HuffmanCode tree to display its leaves. Note: Remember that the binary tree to be traversed holds HuffmanNode

        objects.

 

4.      Task3

(a) Complete case 1 of the switch statement in TestHuffmanCode.java. Compile the program and run it supplying the

      following 7 characters and their associated frequencies (as given in the Huffman Lecture):

     

 

       Notice that your program may not generate exactly the same code words generated in the Lecture.  However, if your

       program is correct the generated code words must have the prefix property [Note: To get exactly the same code words

       as those generated by the program, you must create the min heap top down, and then create a resulting heap tree as

       each key is deleted, i.e.,  A DETAILED TRACING OF THE encode METHOD IS REQUIRED]

 

(b)   Draw the HuffmanCode tree generated in Task  3(a)

      

       (c)  Manually draw the HuffmanCode tree and then generate code words for the characters in the following table:

 

 

       Use your program to verify the correctness of your manually generated code words.

 

5. Task4

In this task, you will improve the program so that input can be supplied to it from the keyboard as well as from a file.  In both these cases, the program should process the input to obtain the statistical information required by the Huffman algorithm.

 

(a)        Complete the following method in the HuffmanCode class.

 

      public MySearchableContainer updateContainer(String text, MySearchableContainer container)

 

       This method updates a MySearchableContainer of characters with new characters provided in its string argument. The method  is used

       by the two calculateFrequency methods of the HuffmanCode class. 

 

(b) Complete case 2 of the switch statement in TestHuffmanCode.java. Compile and test your program using the input string:

 

   MUZZAMMILU

 

   Your output should be :

 

          Character         frequency     CodeWord

    U                     2                  00

    A                     1                  010

    I                       1                  011

    M                     3                  10

    L                      1                  110

    Z                      2                  111

 

(c)      Complete case 3 of the switch statement in TestHuffmanCode.java. Compile and test your program using a textfile that contains the string  MUZZAMMILU. Your output should be the same as that in Task4(b)

 

  6.      Task5

In this task, you are required to write a decoder for Huffman codes.  Recall that the prefix property of Huffman codes makes them unambiguous to decode.

To accomplish this task:

(a) complete the method decode() in the HuffmanCode class, which given a sequence of bits, returns the sequence of

      characters represented by the encoded bits.

(b) Complete case 4 of the switch statement in TestHuffmanCode.java .

 

Use Huffman code tree generated in Task 3(c) above to recover the strings encoded by the following bit sequence:

11101110101000100

 

Verify the correctness of your decode method by decoding the bit sequence manually.