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From: Matt Sutton (matt.sutton_at_[hidden])
Date: 2002-10-25 10:11:19

> -----Original Message-----
> From: Martin Weiser [mailto:weiser_at_[hidden]]
> Sent: Friday, October 25, 2002 1:05 AM
> On Freitag, 25. Oktober 2002 08:04, Daryle Walker wrote:
> > There are at least four ways to address the domain values:
> >
> > 1. initial x, final x, and the number of intervals between them
> > 2. initial x, final x, and the interval size
> > A. note that the interval size may not fit evenly
> Probably a common case if evenly spaced data is available. 1
> seems to be a
> more or less trivial special case of 2.
> > 3. initial x, final x, and letting the algorithm decide
> intermediate
> > x's A. this is for an adaptive algorithm
> > B. requires the y's to be given by a function/functor
> Probably the most apropriate case if the data is indeed given by a
> function/functor. Also allows for the most sophisticated, efficient,
> robust, and accurate algorithms. That's the case I'm most
> interested in.


At a minimum, we would need to supply an error criterion for case 3 as well,
with perhaps a suitable default value. From what I remember, exactly how
you compute the error within different algorithms can be a small bone of
contention among the purists. I don't know if delagating error computations
to a policy class such that users could supply specialized methods would be
overkill or not.

3. initial x, final x, error


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