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Extension for the .NET Framework cryptography subsystem, which introduces the ElGamal public key cryptosystem with support for homomorphic multiplication.

C# 100.00%
homomorphic-encryption homomorphic-encryption-library homomorphic-cryptography-scheme library csharp csharp-library dotnet dotnet-core dotnetcore dotnet-library

elgamal's Introduction

ElGamal

Test .NET (Windows)

This project extends the .NET Framework cryptography subsystem with the ElGamal public key cryptosystem with support for homomorphic multiplication and division of integers and fractional numbers in the range ( −2127, 2127 ).

Licensing terms for this library are in development at this moment. As of now, the library can be used as-is for non-commercial and research use with a condition of attribution (a link to this repository is sufficient). For commercial use please contact us.

elgamal's People

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baron-chen avatar bazzilic avatar cheeyixu avatar cheziyi avatar nicholas-chew avatar tramanh06 avatar

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elgamal's Issues

Methods to encrypt/decrypt BigIntegers directly

The class ElGamalManaged has methods

public override byte[] EncryptData(byte[] p_data);
public override byte[] DecryptData(byte[] p_data);

The task is to add the following methods

public byte[] EncryptData(BigInteger p_data);
public BigInteger DecryptData(byte[] p_data);

as well as the required methods down the line, and cut all the additional work on creating BigIntegers from byte arrays and exporting BigIntegers to byte arrays.

o_random is not disposed in ElGamalEncryptor class

o_random in ElGamalEncryptor is IDisposable and therefore should be disposed. I suggest adding Dispose method to ElGamalEncryptor and making it IDisposable, and do a using (...) {...} in ElGamalManaged.EncryptData (and everywhere else ElGamalEncryptor is used too, if any).

Also, see CA1001 and CA2213

@cheeyixu please fix!

ModInverse

It appears as a problem this part of code due to not recognizing ModInverse as a function.

Class: ElGamalDecryptor.cs
Line: A = A.ModInverse(KeyStruct.P);
Issue: ModInverse.

Any idea how to make it work ?

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