Equivalence Between Average-Case Hardness of Learning and Cryptography for Mixed Quantum States | Buobe
Equivalence Between Average-Case Hardness of Learning and Cryptography for Mixed Quantum States
Buobe IA context · why it matters
The existence of Average-Case Hardness of Learning for Mixed Quantum States (AHL) is equivalent to inefficiently verifiable one-way state generators (IV-OWSGs) — This implies a new cryptographic primitive, strengthening quantum security measures.
This work separates IV-OWSGs from OWSGs relative to the SWAP oracle — It highlights differences in cryptographic primitives under specific conditions, influencing quantum cryptography design.
