Obfuscation from Noisy Linear FE
summary
Proposes that noisy linear FE — a symmetric-key FE that outputs X·Y plus bounded, PRG-derived noise — compiles (with a special FHE bootstrap) to indistinguishability obfuscation, avoiding multilinear maps. Builds a lattice-based construction from ring-LWE by sampling errors in hidden principal ideals so cross-terms cancel, generating per-key noise on the fly so ciphertext size stays sublinear in Q. Initial candidate has two practical attacks that are fixable; security rests on new lattice hardness assumptions.
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chapters (5)
- 0:00Start
- 6:14Recap: Bilinear Maps
- 17:51iO from Functional Encryption
- 29:54Permits New Direct Constructions
- 35:56Linear Functional Encryption ALS16
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