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首页> 外文期刊>IEICE Transactions on Fundamentals of Electronics, Communications and Computer Sciences >Correction on 'A.Scalar Multiplication Algorithm with Recovery of the y-Coordinate on the Montgomery Form and Analysis of Efficiency for Elliptic Curve Cryptosystems'
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Correction on 'A.Scalar Multiplication Algorithm with Recovery of the y-Coordinate on the Montgomery Form and Analysis of Efficiency for Elliptic Curve Cryptosystems'

机译:对“具有蒙哥马利形式的y坐标的恢复的标量乘法算法和椭圆曲线密码系统的效率分析”的更正

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摘要

In [4], Okeya and Sakurai proposed the recovery of the y-coordinate on a Montgomery-form elliptic curve. With their method, it can calculate efficiently coordinates of scalar multiplication of point, in which we need only x-coordinate and finally, (x,y) of the terminal point can be recovered. The method is very suitable for some applications such as ECDSA-V and MQV, etc. Unfortunately, there is a significant fault in that paper. Thus, many results about computation amount are wrong due to the significant fault. First, we will show this fault, and then raise the correction of the significant fault. Finally, Table A·1 about comparison of computation amount in [4] is also corrected.
机译:在[4]中,Okeya和Sakurai提出了蒙哥马利形式的椭圆曲线上y坐标的恢复。用他们的方法,它可以有效地计算点的标量乘法的坐标,其中我们只需要x坐标,最后可以恢复终点的(x,y)。该方法非常适合某些应用程序,例如ECDSA-V和MQV等。不幸的是,该论文存在重大缺陷。因此,由于重大故障,许多关于计算量的结果都是错误的。首先,我们将显示此故障,然后对重大故障进行校正。最后,关于[4]中的计算量比较的表A·1也被校正。

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