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The current function for generating partial key pairs requires a zero-knowledge proof to ensure that the sum of the two secret values r and s, used as the exponents for the public key, is less than the value obtained by dividing the modulus N by the number of sequencers. Therefore, it is necessary to add logic to the prove_partial_key_validity function to generate this proof.
Accordingly, before aggregating the partial keys, there is also a need to verify the zero-knowledge proof that confirms the range of the secret values. Based on the current implementation, this verification is necessary in the verify_partial_key_validity function.
The text was updated successfully, but these errors were encountered:
Description
The current function for generating partial key pairs requires a zero-knowledge proof to ensure that the sum of the two secret values r and s, used as the exponents for the public key, is less than the value obtained by dividing the modulus N by the number of sequencers. Therefore, it is necessary to add logic to the
prove_partial_key_validity
function to generate this proof.Accordingly, before aggregating the partial keys, there is also a need to verify the zero-knowledge proof that confirms the range of the secret values. Based on the current implementation, this verification is necessary in the
verify_partial_key_validity
function.The text was updated successfully, but these errors were encountered: