Digital Signature Algorithm Java version or on the code bar public static final String sign_algorithms = "Sha1withrsa"; /** * RSA Signature * @param content pending Signature data * @param privatekey private key * @param input_charset encoded format * @return Signature value */Publi c static string sign (string content, String Privatekey, String input_charset) {try {byte[] de Code =base64.g
msg, 789
If the random private key is 23, obtained from (D * E) % 832 = 1, D = 1447
Key pair (901,23) (901,1447)
Encryption process 2
Int text = 123 (note that the message must be smaller than N );
Because text ^ e % N = code, that is, 123 ^ 23% 901 = Code
Get code = 149
./rsa 123 23 901
pow=1169008215014432917465348578887506800769541157267remain=149
Decryption process 2
Int code = 149;
Because code ^ d % N = text, that is, 149 ^ 1447% 901 = tex
A simple implementation: a three-class keygenerater generates a public key private key pair, the signaturer class uses the Private Key signature, and the signprovider uses the public key for verification. The public key and private key use base64 to encrypt base64.
Public class keygenerater {Private byte [] prikey;Private byte [] pubkey;
Public void generater (){Try {Java. Security. keypairgenerator keygen = java. Security. keypairgenerator. Getinstance ("RS
encrypedpwd = rsautils.encryptedstring (Key,orgpwd.split (""). Reverse (). Join (""));Where Orgpwd is the original data, here is my password.3, the background docking received data to decrypt.String password=request.getparameter ("password");Special Note: Rsautils.java in the use of Org.bouncycastle.jce.provider.BouncyCastleProvider, deployed on the server to do the following two configuration:A. Modify the/jre/lib/security/java.security in the JDK directory to add the following configuration:B
This article mainly introduces the use of OpenSSL to implement RSA asymmetric encryption algorithm example, we refer to the use of the bar nbsp; Code as follows: ; nbsp; nbsp; need to be aware that Apache supports OpenSSL nbsp;
Encryption | algorithm-forgot where it was extracted from
The implementation of ' RSA encryption algorithm in VB
Public key (1 to 3) as Long
Private Const base64 = "Abcdefghijklmnopqrstuvwxyzabcdefghijklmnopqrst
uvwxyz0123456789+/"
Public Sub Genkey ()
Dim D as Long, Phi as Long, e as Long
Dim m as long, X as Long, q as Long
Dim p as Long
Randomize
On Error
This article mainly refers to: http://www.cnblogs.com/mouse-coder/archive/2013/03/03/2941265.html
Author: The mouse who knocks the code
Original SHA1 encryption method can refer to my previous blog: http://blog.csdn.net/monsion/article/details/7981366
Knock code of the mouse classmate has introduced and detailed, no longer say, with the Python source code, attack reference. The code is very bad, do not spray ah.
The first is the weibologin.py file, which implements a class.
#! /usr/bin/env pyt
AES encryption and decryption data, RSA authentication signature, the project interface used to encrypt the decryption algorithm, research the next, make a custom under the record
Copy Code code as follows:
/**
* Use OpenSSL to implement asymmetric encryption
* @since 2010-07-08
*/
Class Rsa
{
/**
* Private key
*/
Private $_privkey;
/**
* Public Key
*/
Private $_pubkey;
/**
* The Keys Saving path
*/
Private $_keypath;
/**
* The construtor,the param $path is the keys saving path
*/
Public function __construct ($path)
{
if (Empty ($path) | |!is_dir ($path)) {
throw new Exception (' must set the
This example for you to share the JS RSA and AES encryption and decryption detailed code for your reference, the specific contents are as follows
The above is the entire content of this article, I hope to help you learn, but also hope that we support the cloud habitat community.
I. Introduction to RSA
The RSA public key cryptography system is proposed by R. Rivest, A. Shamir, L. Adleman. It can be used not only for data encryption, but also for digital signatures.AlgorithmAs follows:
1. Take two similar big prime numbers p and q;
2. calculate n = p * q, Z = (p-1) * (q-1 );
3. Take an integer e that interacts with Z;
4. Calculate the integer d that satisfies E * D
1. MD5 encryption, often used to encrypt user name passwords, when the user is authenticated.
protected byte[] encrypt(byte[] obj) ...{
try ...{
MessageDigest md5 = MessageDigest.getInstance("MD5");
md5.update(obj);
return md5.digest();
} catch (NoSuchAlgorithmException e) ...{
e.printStackTrace();
}
}
2. Sha encryption, similar to the use of M
RSAAlgorithmDescription:
1) select two large prime numbers p and q and calculate n = p * q;
2) generate E, D to make:
E * D = 1mod (p-1) (q-1)
E and P-1 (q-1)
[Public Key] e, n
[Private Key] d, n
3) encryption:
C = m ^ d mod n
4) Decryption:
M = C ^ e mod n
Bytes --------------------------------------------------------------------------------------
Libtommath is a large number algorithm library. The followingCodeIt is implement
It is estimated that there will be more updates in cryptography over time.
Asymmetric Encryption:Asymmetric encryption is the opposite of symmetric encryption concept, symmetric encryption refers to the encryption and decryption using the same key keys, such as Stream encryption, block encryption, one-time password. Instead of symmetric encryption, use the encryption key to call the public key, and decrypt it with the private key. Why do we have to do this? Because this can be greatly convenien
// First convert the string to a byte array, which is related to encoding.String STR = textbox1.text;Byte [] bytes = encoding. ASCII. getbytes (STR );// Select the signature method, such as RSA and DSA.Dsacryptoserviceprovider dsac = new dsacryptoserviceprovider ();Byte [] Sign = dsac. signdata (bytes );
Asciiencoding encoding = new asciiencoding ();Textbox2.text = encoding. getstring (bytes );Asciiencoding encoding2 = new asciiencoding ();Textbox3.
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