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How Does the Emergence of Quantum Computing Threaten the Security of Current Hash Functions?

Quantum computers, specifically through Shor's algorithm, pose a significant threat to the public-key cryptography (like ECDSA) used for wallet signatures. However, they pose a lesser, but still relevant, threat to the collision resistance of hash functions like SHA-256.

Grover's algorithm could potentially reduce the collision search space from 2^128 to 2^64. While 2^64 is still large, it is much closer to being breakable, necessitating a shift to quantum-resistant hash functions.

How Do Different Hashing Algorithms like SHA-256 and Scrypt Offer Varying Levels of Protection against Collision Attacks?
Could a Derivative Be Created That Specifically Pays out If a Cryptographic Standard like SHA-256 Is Broken?
How Does Shor’s Algorithm on a Quantum Computer Pose a Threat to This Assumption?
Can Quantum Computing Pose a Threat to the Hash-Based Security of DeFi Options Contracts?