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3 cards from this section. Quick, good the night before a test.
Define Huffman Coding.
Think about how encoding can vary based on frequency.
What is a composite node?
It’s what we create after combining the lowest frequencies.
What does Huffman's algorithm minimize?
Consider what is meant by efficient encoding.
True or False: Huffman coding is a greedy algorithm.
Recall the defining feature of greedy algorithms.
Given a set of letters: H, I, J, K with frequencies 0.12, 0.30, 0.18, 0.40 respectively, construct the Huffman tree and the corresponding codes.
Follow the merging steps carefully.
Explain how changing the order of merging nodes can affect the final encoding in Huffman’s algorithm. Provide an example.
Consider the implications on tree depth and node structure.
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