在64 位版本的Windows中,32 位 DLL存放文件夹为C:\Windows\SysWOW64, 64 位 dll存放文件夹为C:\Windows\System32。 2、dll文件拷贝完成后,打开“开始-运行-输入regsvr32 fast_rsa_plugin.dll”,回车即可解决或按win+R键,输regsvr32 fast_rsa_plugin.dll,回车。 此方法相对第一种方法复杂很多,如果您对电脑不...
T. Takagi, Fast RSA-type cryptosystem modulo pkq, in: Advances in Cryptology-CRYPTO'98, Springer, 1998, pp. 318-326.Tsuyoshi Takagi, Fast RSA-type cryptosystem modulo pkq, in [32] (1998), 318- 326. URL: http://imi.kyushu-u.ac.jp/~takagi/takagi/publications/cr98. ps. Citations in...
ohos适配fast_rsa 麦穗 创建了任务 5个月前 麦穗 关联了OpenHarmony-SIG/fluttertpc_fast_rsa Pull Request !1 5个月前 麦穗 关联了OpenHarmony-SIG/fluttertpc_fast_rsa Pull Request !2 5个月前 麦穗 取消关联OpenHarmony-SIG/fluttertpc_fast_rsa Pull Request !1 5个月前 麦穗 通过合并 Pull ...
import'package:fast_rsa/fast_rsa.dart';varresult=awaitRSA.convertJWKToPrivateKey(data, keyId);varresult=awaitRSA.convertJWKToPublicKey(data, keyId);varresult=awaitRSA.convertKeyPairToPKCS12(privateKey, certificate, password);varresult=awaitRSA.convertPKCS12ToKeyPair(pkcs12, password);varresult=...
Fast RSA-Type Cryptosystems Using N-AdicExpansion Tsuyoshi Takagi NTT Software Laboratories 3-9-11, Midori-cho Musashino-shi, Tokyo 180, Japan E-maU: ttakagi@slab, ntt. co. jp Abstract. We propose two RSA-type cryptosystems using n-adic ex- pansion, where n is the public key. These ...
We propose a cryptosystem modulo p k q based on the RSA cryptosystem. We choose an appropriate modulus p k q which resists two of the fastest factoring algorithms, namely the number field sieve and the elliptic curve method. We also apply the fast decryption algorithm modulo p k proposed in...
A fast Montgomery multiplication occupies important to the design of RSA cryptosystem. Montgomery multiplication consists of two addition, which calculates using CSA or RBA. In terms of CSA, the multiplier is implemented using 4-2 CSA o. 5-2 CSA. In terms of RBA, the multiplier is designed ...
Micropython package for doing fast rsa and elliptic curve cryptography, specifically digital signatures - dmazzella/ucrypto
We propose a cryptosystem modulopkqbased on the RSA cryptosystem. We choose an appropriate moduluspkqwhich resists two of the fastest factoring algorithms, namely the number field sieve and the elliptic curve method. We also apply the fast decryption algorithm modulopkproposed in [22]. The decrypti...
A Fast RSA Implementation on Itanium 2 Processor Kazuyoshi Furukawa, Masahiko Takenaka, and Kouichi Itoh FUJITSU LABORATORIES LTD., 4-1-1, Kamikodanaka, Nakahara-ku, Kawasaki, 211-8588, Japan {kazful, takenaka, kito}@labs.fujitsu.com Abstract. We show the fastest implementation result of RSA...