Arithmetic Coding, lossy and lossless data compression

What is arithmetic coding? 

Arithmetic coding is a form of entropy encoding used in lossless data compression. It works by representing a message with a single floating-point number in the interval [0, 1]. The algorithm updates this interval for each symbol based on their probabilities.

 

Advantages of arithmetic coding:

- Higher compression efficiency compared to other entropy encoding methods like Huffman coding.

- Handles symbols with non-integer probabilities more effectively.

- Allows for adaptive probability modeling.

 

Disadvantages of arithmetic coding:

- Requires precise arithmetic operations, which can lead to numerical stability issues.

- Complexity in implementation and decoding compared to simpler techniques like Huffman coding.

 Lossy and Lossless Data Compression

 -Lossless data compression retains all the original data after compression and decompression, ensuring that there is no loss of information. 

-Lossy data compression sacrifices some data to achieve higher compression ratios, resulting in a loss of quality. Lossy compression is typically used for multimedia data like images, audio and video where a certain degree of quality loss is acceptable.

What are the Various measures of performance of data compression algorithms :

   - Compression ratio

   - Compression speed

   - Decompression speed

   - Complexity of algorithm

   - Quality of decompressed data

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