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a new encryption scheme for the CS294-144 Blockchain project

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Multi-recipient encryption with shortened ciphertext and accountability for a privileged party

A new multi-recipient encryption scheme for the CS294-144 Blockchain project, in which the first party can check whether the ciphertext is generated by a honest encryption.

Technical details are here.

Components

  • keygen: generate the public/private key pairs for all three parties.
  • encrypt: generate a ciphertext for the three parties.
  • decrypt: for any one of the three parties, decrypt the ciphertext.
  • check: the first party checks whether the three parties can decrypt into the same result.
  • encrypt_malicious: an example of malicious encryption where the randomness is not generated correctly.

Example usage

We can use doc/main.tex as the test file:

cmake . -DUSE_RANDOM_DEVICE=1
cd bin
cp ../doc/main.tex ./

We can use the honest encryption to encrypt the file, and use any one of the three parties to decrypt.

./keygen 1
./keygen 2
./keygen 3
./encrypt main.tex main_encrypted
./decrypt 1 main_encrypted main_decrypted.tex
./decrypt 2 main_encrypted main_decrypted.tex
./decrypt 3 main_encrypted main_decrypted.tex

We can let the first party check whether the ciphertext is generated honestly.

./check main_encrypted

A malicious encryption will be detected.

./encrypt_malicious main.tex main_encrypted
./check main_encrypted

which outputs:

the party 3's first part is not from a honest encryption.

Dependency and Acknowledgement

This project has a depedency of emp-toolkit/emp-tool. We use the key derivation function (KDF) with CPU-instruction SHA1. emp-tool also provides good interfaces for 128-bit block data structures.

We use relic toolkit for ECC. The code on using relic toolkit is from emp-toolkit/emp-ot.

We use AES-GCM based on libgcrypt.

We use the Findgcrypt script for cmake from libssh.

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