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An efficient software implementation of correctly rounded operations extending FMA: A + b + c and a × b + c × d

机译:有效扩展FMA的有效舍入运算的有效软件实现:A + b + c和a×b + c×d

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In its 2008 revision, the IEEE754 Standard for Floating-Point Arithmetic added the Fused-Multiply-And-Add (FMA) operation, computing a × b + c without intermediate rounding. This operation enables faster scalar products and doubled-precision arithmetic. The IEEE754 Standard is again undergoing revision. We propose an efficient software implementation of two additional operations: Fused-Multiply-Twice-And-Add, a × b + c × d and Fused-Add-Add a + b + c. Our implementation guarantees correct rounding in all rounding modes and IEEE754 compliant signaling. Although intended for reference purposes, with a 94 resp. 104 cycle latency, our software implementations are pretty fast.
机译:在其2008年修订版中,IEEE754浮点算法标准增加了融合乘加运算(FMA)运算,无需中间舍入即可计算a×b + c。此运算可实现更快的标量积和双精度算术。 IEEE754标准再次进行修订。我们提出了两个附加操作的有效软件实现:融合乘以两次并加,a×b + c×d和融合加并a + b + c。我们的实现可确保在所有舍入模式和符合IEEE754的信令中正确舍入。尽管仅供参考,但分别为94。 104个周期的延迟,我们的软件实现非常快。

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