Factors Found in 200-Digit RSA Challenge 184
diodesign writes "The two unique prime factors of a 200-digit number have been discovered by researchers at Bonn University (Germany) and the CWI (Netherlands). The number is the largest integer yet factored with a general purpose algorithm and was one of a series of such numbers issued as a challenge by security company RSA security in March 1991 in order to track the real-world difficulty of factoring such numbers, used in the public-key encryption algorithm RSA. RSA-200 beats the previous record number 11281+1 (176 digits, factored on May 2nd, 2005), and RSA-576 (174 digits, factored on December 3rd, 2003)."
Re:so? (Score:4, Informative)
Re:Notation? (Score:5, Informative)
It means 11282
There seems to be a typo in the article post (A typo on slashdaot
it's 11^281+1 (Score:1, Informative)
Re:55 CPU years (Score:4, Informative)
Re:Algorithmic difficulty (Score:2, Informative)
Well
That said, it doesn't seem that the factoring problem will become any easier, at least not before Quantum computers are built. The factoring problem is considered "the holy grail" of cryptography for 3 decades now, and there were hardly any advances in the last 15 years, despite the huge interest in the problem.
Verify yourself! (Score:4, Informative)
Btw: Not 11^281+1 itself (which has obviously >281 decimal digits) was the previous world record, but a 176-digit factor of 11^281+1 called "c176":
/graf0z.Re:Infinite Improbability... (Score:2, Informative)