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Sat Mar 9 17:18:06 EST 2013

## Exponentials: Reset + Nth root

Problem with previous reset algo is that ^exp(P1) and ^exp((P1-P0)/n)
can have strong difference in precision.
Alternative method:
Compute exp(P1) using a "human precise" approximation, i.e. something
that is good enough as real end point, then interpolate from exp(P0)
through the Nth root of ^exp(P1) / ^exp(P0). This takes care of
accumulating errors, but requires more work.
However, this might be solved by using a Newton-Raphson step from an
initial value of ^exp((P1-P0)/N).

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