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Elliptic curve encryption device, elliptic curve encryption method, and elliptic curve encryption program

机译:椭圆曲线加密装置,椭圆曲线加密方法以及椭圆曲线加密程序

摘要

Is an elliptic curve cryptographic device that performs an elliptic curve encryption processing. Coordinates (r1 × (X-s1) and (Z X:: Y): r2 × (Y-s2): r3 × (Z-s3 coordinates of the point P on an elliptic curve in (p ^ m) on the finite field GF (23) where (, p is prime, the integer of (p-1) or less, m is s1, s2, s3 and one or more respective integer of 1 or more, and r1, r2, r3 coordinate conversion unit that converts)) is scalar multiplication operating integers (p-1) or less, also the sign ^ and represents power) and 0 or more, performs the scalar multiplication of a point on the elliptic curve transformed by (23) the coordinate transformation unit and a (22) unit, at least one of s1, s2, s3 parameters but by configured to have a value other than 0, it can be calculated to have resistance to side channel attacks, the scalar multiplication in the elliptic curve cryptography I could.
机译:是执行椭圆曲线加密处理的椭圆曲线密码设备。坐标(r1×(X-s1)和(ZX :: Y):r2×(Y-s2):r3×(有限域上(p ^ m)中椭圆曲线上的点P的Z-s3坐标) GF(23)其中(,p是质数,(p-1)或更小的整数,m是s1,s2,s3和一个或多个相应的1或更大的整数,r1,r2,r3坐标转换单元转换))是标量乘法运算整数(p-1)或更小,并且符号^代表幂)且等于或大于0,对由(23)坐标变换单元变换的椭圆曲线上的点执行标量乘法在一个(22)单元中,s1,s2,s3参数中的至少一个,但是通过配置为具有非0的值,可以计算出它具有抵抗边信道攻击的能力,即椭圆曲线密码学中的标量乘法。

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