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- Newsgroups: sci.math
- Path: sparky!uunet!well!well.sf.ca.us!avatarp
- From: avatarp@well.sf.ca.us (Peter Rothman)
- Subject: RSA Encryption
- Message-ID: <avatarp.722363576@well.sf.ca.us>
- Summary: Algorithms to rapidly find prime factors
- Keywords: cryptography, primes
- Sender: news@well.sf.ca.us
- Organization: Whole Earth 'Lectronic Link
- Date: Sat, 21 Nov 1992 16:32:56 GMT
- Lines: 26
-
-
- Although I am clearly not an expert on the subject, I believe the whole
- debate regarding P=NP and RSA encryption security maybe moot. In a recent
- study I was messing around with a pattern recognition algorithm and
- attempting to find hard test cases for this algorithm. One we tried was
- predicting the digits of the next prime number.
-
- Originally, I had supposed that algorithm would perform poorly on this data
- set, but in fact we found that we were able to predict the digits of prime
- numbers with a success rate much greater than chance. Although this work
- was not taken any further, I suspect that similar techniques could be used
- to develop statistical algorithms which could make RSA useless.
-
- In essence this type of algorithm would relax the problem of finding the key
- to the problem of "probably" finding the key. In otherwords, the algorithm
- wouldn't be guaranteed to find any given key, but the probability of failure
- could be controlled.
-
- Once again I am not a mathematician (although I do have a BS in math) and my
- idea maybe fatally flawed. I welcome your comments...
-
- Peter Rothman
- avatarp@well.sf.ca.us
-
- "The squirming facts exceed the squamous mind, if one may say so. And yet
- relation appears..." Wallace Stevens
-