【发布时间】:2021-01-31 14:37:38
【问题描述】:
我正在尝试用 Python 重写以下代码。原始代码是使用 sjcl 库用 Javascript 编写的。
// Inputs
var serverPubX = "WIUBDotrk02Rk/apL11jQPbmX0quyaYz2EIkGUlVf7s=";
var serverPubY = "diZ2CbfSUy5Kr82OIfd4Ajusq2K+/kjGZ7ymcqVwn2k=";
// The code
var serverPubXBits = sjcl.codec.base64.toBits(serverPubX);
var serverPubYBits = sjcl.codec.base64.toBits(serverPubY);
var serverPubKeyPointBits = serverPubXBits.concat(serverPubYBits);
var serverPubKey = new sjcl.ecc.elGamal.publicKey(
sjcl.ecc.curves.c256, serverPubKeyPointBits);
var clientKeys = sjcl.ecc.elGamal.generateKeys(256, 1);
// What I need:
var sharedKey = clientKeys.sec.dhJavaEc(serverPubKey);
我的主要问题是dhJavaEc 函数。根据 sjcl 文档,它是Java compatible Diffie-Hellmann function。但我在 pycryptodome 库中找不到任何等价物。
我检查了dhJavaEc 代码,这是它的作用:
// Looks like it converts the server key to Jacobian and then multiply it by client key
serverPubKey.J.toJac().mult(clientKeys.sec.I, serverPubKey.J).toAffine().x.toBits()
// serverPubKey.J is the X and Y keys concatenated:
sjcl.codec.base64.fromBits(serverPubKey.J.toBits())
"WIUBDotrk02Rk/apL11jQPbmX0quyaYz2EIkGUlVf7t2JnYJt9JTLkqvzY4h93gCO6yrYr7+SMZnvKZypXCfaQ=="
// In my example, clientKeys.sec.I is this:
sjcl.codec.base64.fromBits(clientKeys.sec.I.toBits())
"zIhDVlFUpWQiRP+bjyEIhSLq8rcB8+XInXGhm6JGcVI="
// And the calculated key is:
sjcl.codec.base64.fromBits(sharedKey)
"ZBin/RV1qnfKoIuel+5fzv1y8rn3UZkMPO3pXva3VzQ="
如何使用 Python 生成等效的“sharedKey”?
【问题讨论】:
标签: python cryptography elliptic-curve diffie-hellman