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Procedure of public key cryptography based on the discrete logarithm.
Procedure of public key cryptography based on the discrete logarithm.
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机译:基于离散对数的公钥加密过程。
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摘要
Process public key cryptography based on the discrete logarithm during which a calculation of a magnitude r = gk modp is performed, where p is a prime number called modulus, k is a random number and g an integer called base, the method comprises the following steps consisting in: - forming a database containing m random data x 0, ..., xm - 1 ym corresponding powers z0, ..., zm - 1 such as, for any i, zi = g xi mod p, - generating the random exponent k by performing the following substeps: generating m values * a0, ..., am - 1, among which only w randomly chosen values among the m values are not zero, * k calculating operating a random linear combination of random data from the database according to the relation: (See formula) - and calculating gk mod p combining the powers corresponding to the random data, among the m values xi that are part of the combination.
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机译:基于离散对数的过程公钥加密,在此过程中将执行大小r = gk modp的计算,其中p是称为模数的质数,k是随机数,g是基数的整数,该方法包括以下步骤包括:-形成一个包含m个随机数据x 0,...,xm的数据库-1 ym对应的幂z0,...,zm-1例如,对于任何i,zi = g xi mod p,-生成通过执行以下子步骤生成随机指数k:生成m个值* * a0,...,am-1,其中仅w个在m个值中随机选择的值不为零,* k计算操作一个随机数根据以下关系从数据库中线性随机组合数据的线性组合(请参阅公式)-并计算gk mod p组合对应于该随机数据的m个值xi中的与随机数据相对应的幂。
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