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The sun sets behind the Chappel End and North bars in the Brecon Beacons on July 30, 2020 in Powys, Wales. THE SCENE: A 20-year-old (n) has been charged with breaching lockdown rules after a Facebook Live video was found showing him driving near his home in Carmarthenshire in the West Wales area of Carmarthenshire in March. PHOTO | PA
P.J.11 Feynman on the Tits-Vandermonde Theorem – fogus
_I came up with a Tits – Vandermonde identity (
Tits-Vandermonde_identity), and was interested to find an example of it
applied to numbers. This was not enough to work out the correct form; the
arithmetic itself was easy, but it turned out to be a harder problem to be
able to express the answer in standard scientific notation. However, I have no
interest in the identity itself; I just happened to be playing around with
dealing with irrational numbers and noticed that the Tits-Vandermonde identity
makes the problem trivial._
I’d say that’s a somewhat faulty argument: as you say, _there isn’t even a
need_ to obtain the Tits-Vandermonde identity to prove the RSA problem, so the
identity wasn’t enough to prove the correct solution, even to him.
However, the fact that this identity has been proved is a nice and simple
proof, and I think it’s a fine example of his carefulness and his
representative biographer’s efforts to reconstruct his thought processes.
Incidentally, I’m surprised noone (besides wikipedia) has mentioned that we
can actually solve an “extension” of the RSA problem in a similar way to the
RSA problem, namely: _guess the prime factorization of N_ from the public
part of the public-private key pair.
From a quick look, it appears that the problem was solved in a couple hours
and that the mathematician he was talking about didn’t try for “scientific
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