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Understanding the Feistel Cipher Structure

Apr 2, 2025

Lecture on Feistel Cipher Structure

Learning Outcomes

  • Understand the Feistel Cipher structure.
  • Know the various design features of the Feistel structure design.

Feistel Cipher Structure Overview

Encryption Process

  • Input: Plain text
  • Output: Cipher text
  • **Process: **
    • Plain text is split into two parts: Left-hand side (LHS) and Right-hand side (RHS).
    • If plain text size is 64 bits, LHS is 32 bits, RHS is 32 bits.
    • RHS is processed through a function with a key (K1), and its output is XORed with LHS.
    • The result becomes RHS for the next round, and the original RHS becomes LHS.
    • Performed over 16 rounds with varying keys (K1 to K16).
    • Final step involves a swap operation between LHS and RHS.

Decryption Process

  • Input: Cipher text
  • Process:
    • Reverse of encryption: Starts with cipher text and uses keys in reverse order (K16 to K1).
    • Involves the swap operation to retrieve the original plain text.

Key Concepts

Round Function

  • Key Components: Substitution and Permutation
  • Responsible for providing confusion and diffusion properties to the cipher text.

Design Features of Feistel Structure

1. Block Size

  • Determines how many bits can be encrypted/decrypted at a time.
  • Examples: DES uses 64-bit block size; AES uses 128-bit block size.

2. Key Size

  • Larger key size offers better security but may reduce encryption/decryption speed.

3. Number of Rounds

  • More rounds generally increase security.
  • Symmetric encryption uses the same key for encryption and decryption.

4. Sub-key Generation Algorithm

  • Generates round keys from the original key.
  • Needs to be complex to prevent easy cryptanalysis.

5. Round Function

  • Should be complex to ensure confusion and diffusion.

6. Fast Encryption and Decryption

  • The speed of the algorithm is crucial for practical applications.
  • Needs to be fast even with complex designs and multiple rounds.

7. Ease of Analysis

  • Difficult for cryptanalysts to analyze and break.
  • Should be complex yet explainable to ensure strength.

Conclusion

  • The Feistel structure forms the basis for block ciphers like DES and AES.
  • Understanding its design features helps in comprehending block cipher functionality.
  • The lecture provided insights into encryption/decryption processes and the importance of each design feature in maintaining security.