Quantum-resistant blockchains rely on math, not machines

VERA Brief

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Quantum-resistant blockchains can be achieved using established mathematical principles, according to Muriel Médard. This approach focuses on classic mathematical structures and existing cryptographic frameworks rather than requiring quantum computers.

Key facts

• Chains can achieve quantum resistance without needing quantum computers.
• Established mathematical principles provide the tools for quantum-safe blockchains.
• The approach leverages classic mathematical structures.
• The security of future blockchain networks against quantum threats can be addressed through existing cryptographic and mathematical frameworks.