Fusion multiply-add operator with correctly rounded mixed precision floating-point number
An arithmetic unit and floating-point number technology, which is applied in the direction of instruments, calculations, electrical digital data processing, etc., can solve problems that do not mention the specific size of the adder
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[0033] In order to improve computational accuracy during the multiple stages of accumulation of partial products, it is desirable to implement a mixed-precision FMA, ie, an addition operand with higher precision than the multiplicand. In fact, during repeated accumulation, the addition operands tend to increase continuously, while the partial products remain bounded.
[0034] The above IEEE article by Nicolas Bruni proposes a solution that provides accurate computation of multiplicands suitable for binary 16 format, the product of which can be represented in an 80-bit fixed-point format, a format that is not difficult for processors to It is still acceptable for hardware processing within the core's processing unit.
[0035] However, the product of two binary 16s produces a non-standard floating point number with a sign bit, 6 exponent (exponent) bits, and 21+1 mantissa (mantissa) bits, encoded on 28 bits. This format is only used internally. Then, expect the addition operan...
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