Security and Cryptography
 
Forums: » Register « |  User CP |  Games |  Calendar |  Members |  FAQs |  Sitemap |  Support | 
User Name:
Password:
Remember me

The Shed is going Social! Join us on FaceBook and Twitter and chime in on the conversation.

Go Back   Dev Shed ForumsSystem AdministrationSecurity and Cryptography

Reply
Add This Thread To:
  Del.icio.us   Digg   Google   Spurl   Blink   Furl   Simpy   Y! MyWeb 
Thread Tools Search this Thread Rate Thread Display Modes
 
Unread Dev Shed Forums Sponsor:
  #1  
Old August 12th, 2012, 03:46 AM
dupdupdup dupdupdup is offline
Registered User
Dev Shed Newbie (0 - 499 posts)
 
Join Date: May 2012
Posts: 2 dupdupdup User rank is Just a Lowly Private (1 - 20 Reputation Level) 
Time spent in forums: 26 m 29 sec
Reputation Power: 0
Fail-Stop Signature Scheme

Hi everyone,

Regarding Fail-stop signature scheme, im not too sure how do you prove a forgery.

For example:

public key: y1 , y2
private key: a , b, c, d
generator: g
random number: r
modulo : p

y1 = g^a * r^b % p
y2 = g^c * r^d % p

With the above example, an unbounded adversary will be able to find a few sets of private keys that can get y1 & y2. However how do you prove a forgery this way?

So far my guess is to ask the signer to provide the correct private keys?

thanks in advance!

Reply With Quote
Reply

Viewing: Dev Shed ForumsSystem AdministrationSecurity and Cryptography > Fail-Stop Signature Scheme

Developer Shed Advertisers and Affiliates



Thread Tools  Search this Thread 
Search this Thread:

Advanced Search
Display Modes  Rate This Thread 
Rate This Thread:


Posting Rules
You may not post new threads
You may not post replies
You may not post attachments
You may not edit your posts

vB code is On
Smilies are On
[IMG] code is On
HTML code is Off
View Your Warnings | New Posts | Latest News | Latest Threads | Shoutbox
Forum Jump

Forums: » Register « |  User CP |  Games |  Calendar |  Members |  FAQs |  Sitemap |  Support | 
  
 


Powered by: vBulletin Version 3.0.5
Copyright ©2000 - 2013, Jelsoft Enterprises Ltd.

© 2003-2013 by Developer Shed. All rights reserved. DS Cluster - Follow our Sitemap