README
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twoway
A cryptographic scheme based on Pairing-based cryptography (bn256).
The scheme has a behavoir similar to RSA: In RSA, you can encrypt a message with the private key, that you can only decrypt with the public key. Furthermore, the keys look similar, as both public and private key consist of a large modulus and an exponent. Finally, in RSA, neighter the private key can be computed from the public key, nor the public key can be computed from the private key.
Here are some similarities to RSA.
- The public key can't be computed from the private key
- Encryption and Decryption works in both directions.
- The owner of the private key can Encrypt messages, that can be decrypted using the public key.
Documentation
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Index ¶
- func Decrypt(g1 *bn256.G1, g2 *bn256.G2) *bn256.GT
- func EncryptWithG1(g1 *bn256.G1, r io.Reader) (*bn256.G1, *bn256.GT, error)
- func EncryptWithG2(g2 *bn256.G2, r io.Reader) (*bn256.G2, *bn256.GT, error)
- func GenKeyPair(r io.Reader) (*bn256.G1, *bn256.G2, error)
- func Pair(g1 *bn256.G1, g2 *bn256.G2) *bn256.GT
- func RandomGT(r io.Reader) (*bn256.GT, error)
Constants ¶
This section is empty.
Variables ¶
This section is empty.
Functions ¶
func Decrypt ¶
g1 and g2: one of them might be the "private key", the other one might be the message.
func GenKeyPair ¶
Generates a Key-Pair (G1 and G2).
Types ¶
This section is empty.
Source Files
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