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Re: representing reals
We have a library for reals/analysis at Langley's web site
but there are no special means provided for creating "constant" reals.
There are functions like sqrt and exp that could be used for
contructing irrationals. What real numbers are you in need of?
The analysis library includes differentiation but integrals are not
defined, so more exotic reals will not be achievable with this library.