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This multiplier network for the multiplication, modulo a binary number n, of two binary numbers x and y

机译:这个乘数网络用于对两个二进制数x和y的二进制数n取模

摘要

The process of multiplying modulo a binary number n, of two binary numbers x and y according to the invention consists in carrying out a first multiplier, 1984, the multiplication of a signal representing the number x by a signal, 1984, multiplicand representing the number y, with the aid of a first multiplier circuit 16, to carry out a second multiplication of the result obtained at the output of the first multiplier circuit by a signal, 1984, representing the inverse of the number n by means of a second multiplier circuit 18, to take on the part entire of the result obtained at the output of the second multiplier circuit 18, in order to carry out a multiplication of the third part entire obtained by a signal, 1984, representing a number n by means of a third multiplier circuit 22 and to subtract the result obtained at the output of the third multiplier circuit 22 of the result obtained at the output of the first multiplier circuit in order to obtain a signal r corresponding to the product, 1984, modulo the number n of the number x by multiplying the number multiplicand y. / p & & p & application: enciphering devices and
机译:根据本发明,将两个二进制数x和y的二进制数n取模的过程包括执行第一乘法器1984,代表信号x的信号乘以信号1984,被乘数代表数字。 y,借助于第一乘法器电路16,利用第二乘法器电路对在第一乘法器电路的输出处获得的结果与信号1984进行第二乘法,该信号代表数字n的倒数。参照图18,对在第二乘法器电路18的输出端上获得的全部结果进行取整,以便对通过信号1984表示的第三部分取整,该信号1984代表数字n。乘法器电路22,并将在第一乘法器电路22的输出处获得的结果减去在第三乘法器电路22的输出处获得的结果,以便获得对应于pr的信号r 1984年,Oduct用乘数y乘以x的数字n的模。 & &应用:加密设备和

著录项

  • 公开/公告号FR2554257B1

    专利类型

  • 公开/公告日1985-12-27

    原文格式PDF

  • 申请/专利权人 THOMSON CSF;

    申请/专利号FR19830017315

  • 发明设计人 DOMINIQUE DEVAUX;

    申请日1983-10-28

  • 分类号G06F7/44;

  • 国家 FR

  • 入库时间 2022-08-22 07:31:23

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