误差弹性应用的近似算术电路设计

Viraj Joshi, P. Mane, Bits Pilani
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引用次数: 1

摘要

当应用环境已经准备好接受解决方案中不同程度的准确性,并得到人类感知质量的支持时,在十年前抛出的术语“近似计算”将成为第一优先事项。尽管计算机硬件和软件都在努力产生精确的结果,但当错误在预定义的范围内和自适应时,近似结果是首选的。它将减少电力需求和关键路径延迟,并改善其他电路指标。对于传统的算术电路来说,那些产生正确结果的电路在性能上受到限制,它们正在迅速被时代需要的近似算术电路所取代,等等。
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Approximate Arithmetic Circuit Design for Error Resilient Applications
When the application context is ready to accept different levels of exactness in solutions and is supported by human perception quality, then the term ‘Approximate Computing’ tossed before one decade will become the first priority . Even though computer hardware and software are working to generate exact results, approximate results are preferred whenever an error is in predefined bound and adaptive. It will reduce power demand and critical path delay and improve other circuit metrics. When it comes to traditional arithmetic circuits, those generating correct results with limitations on performance are rapidly getting replaced by approximate arithmetic circuits which are the need of the hour, and so on about their design.
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