From: David Abrahams (dave_at_[hidden])
Date: 2005-02-22 09:58:56
"Brandon Kohn" <bkohn_at_[hidden]> writes:
> I was just posting to see if there is any interest in developing a library
> to help with exact arithmetic using the lazy arithmetic strategy?
I don't think I can devote any time to the actual development, but I'm
very interested in the outcome.
> I've been working for the last couple of years with computational geometry
> algorithms, and have found that such a library is really essential to
> overcoming problems due to floating point precision/round off errors in most
> computational geometry algorithms with non-brute force complexity. The idea
> behind the lazy paradigm is that exact computation (using rational
> arithmetic with arbitrary sized integers) is too costly to be used all the
> time. So the exact computations are delayed until such a time as you cannot
> reliably make decisions with the information you have from the 'lazy'
> filters. The lazy filters are implemented as a layer of calculation that
> uses interval arithmetic to compare numerical quantities.
Great; are you aware of
Could you use that as a substrate?
-- Dave Abrahams Boost Consulting www.boost-consulting.com