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ElGamal is a public key encryption method based on discrete logs.
ElGamal Method
ElGamal. ElGamal. ElGamal is a public key method which uses discrete logarithms.
ElGamal in Python. ElGamal in Python. ElGamal is a public key method which uses discrete logarithms.
Selecting g in ElGamal. G in ElGamal. ElGamal is a public key method which uses discrete logarithms.
Recovering a message from a signature. Recover. This message uses the ElGamal method to recover a message from a signature.
Proving an Encrypted Shuffle With ElGamal and ECC. Shuffle. An encrypted shuffle with ElGamal.
ElGamal Signature
ElGamal signatures. ElGamal. ElGamal is a public key method which uses discrete logarithms. This example generates a public key and a private key, and creates a signature (\(r,s\)) of a message, and then verifies this.
ElGamal signatures (alterative signing). ElGamal (Signing: s=ar + kh(m)). ElGamal is a public key method which uses discrete logarithms. This example generates a public key and a private key, and creates a signature (\(r,s\)) of a message, and then verifies this. Normally we sign with \(s=k^{-1} (h(m)-ar) \pmod {p-1}\), but in this case we will use \(s=ar + kh(m))\).
ElGamal signatures (alterative signing). ElGamal (Signing: s=ah(m) + kr). ElGamal is a public key method which uses discrete logarithms. This example generates a public key and a private key, and creates a signature (\(r,s\)) of a message, and then verifies this. Normally we sign with \(s=k^{-1} (h(m)-ar) \pmod {p-1}\), but in this case we will use \(s=ah(m) + kr\).
ElGamal signatures (alterative signing). ElGamal (Signing: r=as+kh(m)). ElGamal is a public key method which uses discrete logarithms. This example generates a public key and a private key, and creates a signature (\(r,s\)) of a message, and then verifies this. Normally we sign with \(s=k^{-1} (h(m)-ar) \pmod {p-1}\), but in this case we will use \(r=as+kh(m)\).
ElGamal signatures (alterative signing). ElGamal (Signing: r=ah(m) +ks). ElGamal is a public key method which uses discrete logarithms. This example generates a public key and a private key, and creates a signature (\(r,s\)) of a message, and then verifies this. Normally we sign with \(s=k^{-1} (h(m)-ar) \pmod {p-1}\), but in this case we will use \(r=ah(m) +ks\).
ElGamal encryption with Go. ElGamal. This implements ElGamal encryption.
ElGamal Signing in 12 lines of Python. ElGamal Sign in 12 lines. This is an example of ElGamal signing, in 12 lines of Python code.
ElGamal Homomorphic
ElGamal Homomorphic Cipher (Go). ElGamal. This outlines ElGamal Homomorphic cipher with Go.
ElGamal Homomorphic Cipher (Go) - Divide. ElGamal. This outlines ElGamal Homomorphic cipher with Go with divide.
ElGamal Homomorphic Cipher (Go) - Additive. ElGamal. This outlines ElGamal Homomorphic cipher with Go with addition.