Group codes over algebra of heisenberg group

Puntos clave

• Findings indicate that group codes can enhance error correction capacity in communications, demonstrating a significant advantage.
• Key evidence reveals enhancements in decoding reliability of group codes based on Heisenberg group algebra principles.
• Analysis performed on algebraic structures within finite fields to investigate their application in coding theory.
• Highlights the importance of exploring new algebraic methods for error correction in digital communication systems.