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首页> 外文期刊>電子情報通信学会技術研究報告. VLSI設計技術. VLSI Design Technologies >Approximate Floating Point Multiplier based on Shifting Addition Using Carry Signal from Second-Highest-Bit
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Approximate Floating Point Multiplier based on Shifting Addition Using Carry Signal from Second-Highest-Bit

机译:基于使用来自第二位数的携带信号的转移添加近似浮点倍增器

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Approximate computing (AC) sacrifices accuracy for better hardware performance since it relaxes the requirement of exact equivalence between the specification and implementation [1], Floating point multiplier is widely used nowadays but it consumes a large amount of hardware resources. In this paper, approximate computing is applied to floating point multiplier. We separate the mantissa part. Exact multiplication is used for higher bits and a shifting addition algorithm is applied to lower bits. The addition algorithm involves bit addition and bit shifting, which is much simpler than bit multiplication. Bit shifting process uses the specific carry signal. Some bits of the mantissa are truncated with a small loss of accuracy. The result shows that the mean accuracy of the proposed floating point multiplier is 99.17% and the lowest accuracy performs as 97.15% which can be accepted by a wide range of applications. Compared with the exact floating point multiplier, the proposed work can reduce 67.65% of area, 16.64% of delay and 75.62% of power, respectively.
机译:近似计算(AC)牺牲精度以获得更好的硬件性能,因为它放松了规范和实现之间的精确等价的要求[1],因此现在广泛使用浮点倍增器,但它消耗了大量的硬件资源。在本文中,近似计算应用于浮点倍增器。我们将螳螂部分分开。精确乘法用于更高比特,并且将移位添加算法应用于较低位。添加算法涉及比特添加和位转移,这比比特乘法更简单。位移位过程使用特定的携带信号。尾数的一些位被截断,精度小。结果表明,所提出的浮点乘数的平均精度为99.17%,最低精度执行为97.15%,可通过各种应用接受。与确切的浮点倍增器相比,拟议的工作分别降低了67.65%的面积,延迟16.64%和75.62%。

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