We have discussed Huffman encoding for data compression in lecture and tutorial, now we can implement the Huffman decoding for data extraction to recover the original data. To decode the encoded data, we require the Huffman tree. We iterate through the binary encoded data. To find character corresponding to current bits, we use following simple steps. We start from root and do following until a leaf is found. If current bit is 0, we move to left node of the tree. If the bit is 1, we move to right node of the tree. If during traversal, we encounter a leaf node, we print character of that particular leaf node and then again continue the iteration of the encoded
We have discussed Huffman encoding for data compression in lecture and tutorial, now we can implement the Huffman decoding for data extraction to recover the original data. To decode the encoded data, we require the Huffman tree. We iterate through the binary encoded data. To find character corresponding to current bits, we use following simple steps. We start from root and do following until a leaf is found. If current bit is 0, we move to left node of the tree. If the bit is 1, we move to right node of the tree. If during traversal, we encounter a leaf node, we print character of that particular leaf node and then again continue the iteration of the encoded
Database System Concepts
7th Edition
ISBN:9780078022159
Author:Abraham Silberschatz Professor, Henry F. Korth, S. Sudarshan
Publisher:Abraham Silberschatz Professor, Henry F. Korth, S. Sudarshan
Chapter1: Introduction
Section: Chapter Questions
Problem 1PE
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We have discussed Huffman encoding for data compression in lecture and tutorial, now we can implement the Huffman decoding for data extraction to recover the original data.
To decode the encoded data, we require the Huffman tree. We iterate through the binary encoded data. To find character corresponding to current bits, we use following simple steps.
- We start from root and do following until a leaf is found.
- If current bit is 0, we move to left node of the tree.
- If the bit is 1, we move to right node of the tree.
- If during traversal, we encounter a leaf node, we print character of that particular leaf node and then again continue the iteration of the encoded data starting from step 1.
Your task is to implement the Huffman decoding
compressed string based on Huffman encoding and display the original string.
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