I\'m using an rsa-encrypted ssh key for accessing certain servers - the private key is password-protected.
Apparently an alternative method (to just using the extended Euclidean algo开发者_开发技巧rithm) of obtaining the exponent for deciphering is to do d = e**(phi(phi(n))-1) mod(phi(n)). Why does this wo
is it true that RSA encryption o开发者_JS百科nly can handle limited payload of data ? ... im confused with the theory... theoretically there is no note regarding this ...RSA encrypts a single message
This is for a homework assignment! I get the server\'s certificate using get_peer_certificate() and the calling dump_certificate to dump the certificate in a variable. The format is PEM and looks righ
I\'ve seen key IDs used in several places and would like to use them in my program, but开发者_如何学运维 I haven\'t been able to find a description of them. How are they generated?Having just done thi
I have a RSA private key with modulus m,开发者_如何学Python public exponent e and private exponent d, but the program I am using needs the modulus\'s prime factors p and q.
I am new to cryptographic world. I need to generate a corresponding RSA private key from the data provided below.
I need to programatically create the equivalant keys in a .NET application... makecert -r -pe -a sha1 -n \"CN=MyName\" -ss my -sr CurrentUser -sky exchange
While 2-party public key cryptography is very well laid out in .net framework going n-party concerns me a lot. For instance securing a two-party video-conf. communication is quite easy:
I am facing issues in decryption in Java. Following is the error encountered: javax.crypto.BadPaddingException: Blocktype mismatch: -127
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