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Optimized Karatsuba squaring on 8‐bit AVR processors

机译:在8位AVR处理器上优化了Karatsuba平方

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Multi‐precision squaring is one of the performance‐critical operations for implementation of elliptic curve cryptography. This paper continues the line of research on high‐speed multi‐precision squaring on embedded processors. In particular, we present an optimized Karatsuba squaring method for 8‐bit AVR processors. We compute the multiplication part with the fastest Karatsuba multiplication, and then the remaining two squaring parts are conducted with the fastest sliding block doubling squaring. As a result, The proposed method sets the new speed records for multi‐precision squaring, improving the execution time by up to 8.49% compared with the best known works. Copyright ? 2015 John Wiley & Sons, Ltd. In this paper, we present an optimized Karatsuba squaring method for 8‐bit AVR processors.We compute the multiplication part with the fastest Karatsuba multiplication, and then the remaining two squaring parts are conducted with the fastest sliding block doubling squaring.
机译:多精度平方是实现椭圆曲线密码学的性能至关重要的操作之一。本文继续研究嵌入式处理器上的高速多精度平方。特别是,我们提出了一种针对8位AVR处理器的优化的Karatsuba平方方法。我们用最快的唐津乘法计算乘法部分,然后用最快的滑块加倍平方进行剩下的两个平方部分。结果,提出的方法为多精度平方设置了新的速度记录,与最著名的作品相比,将执行时间缩短了8.49%。版权? 2015 John Wiley&Sons,Ltd.在本文中,我们介绍了一种针对8位AVR处理器的优化的Karatsuba平方方法。我们用最快的Karatsuba乘法计算乘法部分,然后以最快的滑动速度进行其余两个平方块加倍平方。

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