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    • 2. 发明授权
    • Exponentiation calculation apparatus and exponentiation calculation method
    • 指数计算装置和求幂运算法
    • US08856200B2
    • 2014-10-07
    • US12233626
    • 2008-09-19
    • Tomoko Yonemura
    • Tomoko Yonemura
    • G06F7/00G06F7/72
    • G06F7/726
    • A exponentiation calculation apparatus includes a dividing unit which divides an input value as an element of a torus T2(Fq^r) (r is an odd prime, q is a power of a prime) into first and second elements (of Fq^r), a first calculating unit which calculates some multiplications on a base field based on the first and second elements, a second calculating unit which calculates, when the (q+1)th power of the input value as an element of Fq^2r is divided into third and fourth elements (of Fq^r), the third element based on a result of the multiplications, a third calculating unit which calculates the fourth element by Fq^r multiplication based on the first and second elements, and a coupling unit which couples the third element with the fourth element to obtain the (q+1)th power of the input value.
    • 求幂运算装置包括分割单元,该分割单元将作为圆环T2(Fq ^ r)的元素的输入值(r是奇素数,q是素数的幂)分成第一和第二元素(Fq ^ r ),第一计算单元,其基于第一和第二元素计算基站上的一些乘法;第二计算单元,当作为Fq ^ 2r的元素的输入值的(q + 1)功率为 根据乘法结果,分为第三和第四元素(Fq ^ r),第三元素,第三计算单元,其基于第一和第二元素以Fq ^ r乘法计算第四元素;耦合单元 其将第三元素与第四元素耦合以获得输入值的(q + 1)个功率。
    • 3. 发明授权
    • Arithmetic device
    • 算术设备
    • US08782114B2
    • 2014-07-15
    • US13355642
    • 2012-01-23
    • Tomoko YonemuraTaichi IsogaiHirofumi MurataniAtsushi ShimboYoshikazu HanataniKenichiro FurutaKenji OhkumaYuichi KomanoHanae Ikeda
    • Tomoko YonemuraTaichi IsogaiHirofumi MurataniAtsushi ShimboYoshikazu HanataniKenichiro FurutaKenji OhkumaYuichi KomanoHanae Ikeda
    • G06F7/00H04L9/30
    • H04L9/3073
    • According to one embodiment, a representation converting unit converts a set of n elements (h0, h1, . . . , hn−1) (hi: a member of a finite field Fp^m, 0≦i≦n−1) that is a projective representation of a member g of an n-th degree algebraic torus Tn(Fp^m) (n: positive integer, p: prime number, m: positive integer) into a limited projected representation expressed by a set of n elements (h′0, h′1, . . . , h′n−1) (h′i: a member of the finite field Fp^m, 0≦i≦n−1) in which at least one element out of the n elements is a zero element 0 or an identity element 1. An arithmetic unit omits part of Fp^m operation that is arithmetic operation in the finite field Fp^m based on a fact that an element in the set of n elements (h′0, h′1, . . . , h′n−1) represented by the limited projective representation is a zero element “0” or an identity element “1” when performing Fp^mn operation that is arithmetic operation of a finite field Fp^mn in combination with the Fp^m operation.
    • 根据一个实施例,表示转换单元将n个元素(h0,h1,...,hn-1)(hi:有限域Fp ^ m,0≦̸ i≦̸ n-1的成员)的集合转换为 是由一组n个元素表示的有限投影表示的n阶代数环面Tn(Fp ^ m)(n:正整数,p:素数,m:正整数)的成员g的投影表示 (h'0,h'1,...,h'n-1)(h'i:有限域Fp ^ m,0≦̸ i≦̸ n-1的成员),其中至少一个元素 n个元素是零元素0或身份元素1.算术单元省略了Fp ^ m操作的一部分,这是基于n个元素集合中的元素(h)的事实的有限域Fp ^ m中的算术运算 由有限的投影表示表示的'0,h'1,...,h'n-1'是执行Fp ^ mn操作时的零元素“0”或身份元素“1”,这是运算有限的 场Fp ^ mn结合 Fp ^ m操作。
    • 8. 发明授权
    • Public key cryptography computing device
    • 公钥加密计算设备
    • US09280518B2
    • 2016-03-08
    • US13727070
    • 2012-12-26
    • Tomoko YonemuraHirofumi MurataniYoshikazu Hanatani
    • Tomoko YonemuraHirofumi MurataniYoshikazu Hanatani
    • G06F17/11H04L9/30G06F7/72
    • G06F17/11G06F7/724H04L9/3093
    • According to an embodiment, a computing device includes a receiving unit, a calculating unit, a solving unit, a selecting unit, and a determining unit. The receiving unit is configured to receive pieces of input data indicative of elements of a subgroup of a multiplicative group in a finite field and pieces of first additional data for identifying conjugates of the respective pieces of input data. The elements are represented by traces. The calculating unit is configured to calculate a coefficient of an equation based on the pieces of input data. The solving unit is configured to obtain solutions of the equation. The selecting unit is configured to select one of the solutions as a result of computation, based on the first additional data. The determining unit is configured to determine second additional data for identifying a conjugate of the selected result of computation based on the first additional data.
    • 根据实施例,计算设备包括接收单元,计算单元,求解单元,选择单元和确定单元。 接收单元被配置为接收指示有限域中的乘法组的子组的元素的输入数据片段和用于识别各段输入数据的共轭的第一附加数据。 元素由痕迹表示。 计算单元被配置为基于输入数据计算方程式的系数。 求解单元被配置为获得等式的解。 所述选择单元被配置为基于所述第一附加数据,作为计算的结果来选择所述解决方案之一。 确定单元被配置为基于第一附加数据确定用于识别所选择的计算结果的共轭的第二附加数据。
    • 9. 发明授权
    • Decompressing apparatus and compressing apparatus
    • 解压缩装置和压缩装置
    • US08934631B2
    • 2015-01-13
    • US13225964
    • 2011-09-06
    • Yoshikazu HanataniTaichi IsogaiHirofumi MurataniTomoko Yonemura
    • Yoshikazu HanataniTaichi IsogaiHirofumi MurataniTomoko Yonemura
    • H04K1/00H04L9/30G09C1/00
    • G09C1/00G06F17/12H04L9/3066H04L2209/30
    • According to one embodiment, a decompressing apparatus includes an input unit, a calculating unit, a first selecting unit, and a decompressing unit. The input unit inputs additional data, which is obtained based on trace expression data in which an element in a subgroup of a multiplicative group of a finite field is trace-expressed and affine expression data in which the trace expression data is affine-expressed, and the trace expression data. The calculating unit calculates a plurality of solutions of simultaneous equations derived by the trace expression data. The first selecting unit selects any of a plurality of items of affine expression data in which the element is affine-expressed based on the additional data, the affine expression data being found from the solutions. The decompressing unit decompresses the selected affine expression data to the element.
    • 根据一个实施例,解压缩装置包括输入单元,计算单元,第一选择单元和解压缩单元。 输入单元输入基于跟踪表达数据获得的附加数据,其中有限域的乘法组的子组中的元素被跟踪表达,并且其中仿射表达数据被仿射表达的仿射表达式数据;以及 跟踪表达式数据。 计算单元计算由轨迹表达数据导出的多个联立方程的解。 第一选择单元基于附加数据选择多个项目的仿射表达数据中的元素进行仿射表示,从解决方案中找到仿射表达数据。 解压缩单元将所选择的仿射表达式数据解压缩到元素。