On 8/4/2016 11:05 PM, Fool wrote:
I understand your point of view. However, there are (probably rare) situations
where one requires more control. I think that simulating double-double precision
arithmetic using Veltkamp split was mentioned as a resonable example, earlier.

There are cases where doing things at higher precision results in double rounding and a less accurate result. But I am pretty sure there are far fewer of those cases compared to routine computations that get a more accurate result with more precision.

If that wasn't true, we wouldn't ever need double precision.

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