New Quantum Cryptographic Primitives II
summary
Quantum copy protection faces clear boundaries and partial constructions: learnable functions are impossible to protect and Aaronson’s 2009 quantum-oracle existence result is strengthened to a classical-oracle existence, while Anantham‑LaPlaca shows some non‑learnable functions remain unprotectable. Constructions rely on heavy tools—indistinguishability obfuscation (IO), coset-state construction and a random oracle requirement—and produce copy protection for specific PRFs, decryption and signature tokens (with an info‑theoretic conjecture later proved by Kölf & Vidick). Simpler one‑time schemes (Broadbent–Lord) give only ~0.85 simultaneous‑guess bounds; revocable and certified‑deletion variants exist but full standard‑model, reusable solutions remain open.
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chapters (8)
- 0:00Introduction to copy protection
- 1:04Software watermarking
- 8:00Quantum copy protection basics
- 14:16Theories and known results
- 20:21Unclonable encryption
- 49:04Copy detection
- 51:35Revocable cryptography
- 1:03:21Classical communication
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