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Multi-key FHE and Spooky Encryption

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Defines multi-key FHE that converts per-user GSW ciphertexts (all reusing a public matrix B) into a single expanded ciphertext under a concatenated secret so homomorphic ops work across users, and shows distributed decryption as per-user inner products that sum to the plaintext. Key technical gadget: publish GSW encryptions of the encryption randomness so one can homomorphically form the unmasking matrix D; yields two-party spooky FHE (secret-shared outputs) and two-round MPC; general n-party spooky uses a GMW-style compilation.

AI-written summary · about

  1. 0:00Start
  2. 5:52Background on Multi-Key FHE
  3. 17:48Physical Analogy
  4. 23:24Multi-Party Computation
  5. 27:31GSW FHE: Encryption
  6. 29:25The GSW FHE: Evaluation
  7. 31:40Homomorphic Circuit Evaluation Noise grows during homomorphic evaluation
  8. 32:23Multi-Key Version of GSW
  9. 35:44Ciphertext Expansion
  10. 44:23Distributed Decryption
  11. 50:15Spooky FHE: 2 to N parties
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