reveley at gmail.com
Fri Mar 4 09:48:01 CET 2011
it seems good to me. it would be nice to be able to exaplain that although a
properly functioning computer is always trustworthy, there are two kinds of
behavior "against common sense" in this case: a) just nonlinear chaos in a
map, or system of nonlinear equations and b) numerical integration error.
b) sort of is "untrustworthy", although the computer is always correct in
its computations strictly. It's something we watch for carefully. that's
somehow different to chaos, which would yield the same answer (to whatever
precision) if the equation set had an analytic solution.
but I don't see how all that can be discussed in documentation for a turtle
so it seems fine to me. thanks.
On 3 March 2011 23:14, Sandro Tosi <sandro.tosi at gmail.com> wrote:
> Hello Colin,
> thanks for your email.
> On Thu, Jan 13, 2011 at 17:19, Colin Reveley <reveley at gmail.com> wrote:
> > here:
> > http://docs.python.org/library/turtle.html#demo-scripts
> > you say that chaotic behavior "proves that you cannot trust a computer's
> > computations"
> > well, the opposite is the case. it proves you can trust computations
> > absolutely. the computations are deterministic. they are correct. that's
> > the lorenz attractor was discovered.
> > you do need to know what a computer does (and to what) when it computes,
> > what it doesn't, and how to interpret it.
> > it's misleading to say that computation is untrustworthy. computation is
> > particular thing, that's all.
> > it might seem pedantic but I think it's a much more interesting and
> > important thing for a student to think about than "untrustworthy".
> > which is just false anyway. as you know I'm sure. I'm not trying to be
> > patronising.
> In http://bugs.python.org/issue11392 I tried to rephrase the
> description, feel free to contribute on the issue for additional
> Sandro Tosi (aka morph, morpheus, matrixhasu)
> My website: http://matrixhasu.altervista.org/
> Me at Debian: http://wiki.debian.org/SandroTosi
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