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Thus 7.2 and 15.9 for single and double precision respectively.

Some example range and gap values for given exponents in double precision:

Therefore, the smallest number in the normalized range is narrower than double precision.

Numbers whose magnitude is smaller than 2 will not have additional precision compared with double precision.

In double precision, this corresponds to an n of roughly 10, much larger than most sums.

The computing node is capable of 1 double precision Gflops.

Numbers were represented in ones' complement, single and double precision.

In C and related programming languages, refers to a floating point data type that is often more precise than double precision.

Data storage and all computations are always in double precision.

Both real and complex arithmetic are supported, with single and double precision.