The quantum of a finite floating-point representation is the value of a unit in the last position of its significand. In general, the quantum is equal to the radix raised to the exponent q.
arithmetic | biased exponent | floating-point algebra | floating-point arithmetic | floating-point exponent | floating-point normal number | floating-point number | floating-point preferred exponent | floating-point representation | IEEE 754-2008 | interval arithmetic | NaN | quiet NaN | signaling NaN | significand | subnormal number
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