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加密的步骤 1) 计算N的有效位数tn(以字节数计),将最高位的零忽略掉,令tn1=tn-1。比如N=0x012A05,其有效位数tn=5,tn1=4。 2) 将明文数据A分割成tn1位(以字节数计)的块,每块看成一个大数,块数记为bn。从而,保证了每块都小于N。 3) 对A的每一块Ai进行Bi=Ai^E MOD N运算。Bi就是密文数据的一块,将所有密文块合并起来,就得到了密文数据B。 -Encryption step 1) calculating the median N effective tn (in bytes) of the maximum zero-bit ignored, so that tn1 = tn-1. For example, N = 0x012A05, its effective median tn = 5, tn1 = 4. 2) to express the data A is separated into TN1 bit (in bytes) of the block, as a lump sum for each block, block number recorded as bn. Thus, to ensure that each block are less than N. 3) A 1 Ai for each Bi = Ai ^ E MOD N computing. Bi is a piece of ciphertext data of all ciphertext blocks combined together, we received ciphertext data B.
Date : 2026-01-10 Size : 12kb User : 阿达悟

DL : 0
求离散对数的shanks算法,要求如下: 实现计算 Zp 中计算离散对数的 Shanks 算法,基本要求如下: 1)p 是一个小素数( 小于 32 bit ),a 是一个本原元。程序的输入为(p, a, b), 输出为 logab ( mod p) (可以用 log3525 (mod 809)等作为测试); 2)采用快速模指数算法求幂(如am),采用扩展欧几里得算法求逆( 如a-i (mod p) ); 3)采用一种好的排序算法对 L1、L2 排序; 4)采用概率算法(如Miller Rabin算法)自动生成素数 p,采用本原元的充要条件自动生成 a;-Discrete number of shanks on demand algorithm, the following: calculation of Zp calculated to achieve the discrete logarithm Shanks algorithm, the basic requirements are as follows: 1) p is a small prime number (less than 32 bit), a is a primitive element. Process input (p, a, b), output logab (mod p) (can use log3525 (mod 809) so as a test) 2) The fast mode index algorithm to solve the power (such as the am), using extended Euclidean Reed inverse algorithm (such as ai (mod p)) 3) use a good sorting algorithm on the L1, L2 sort 4) using probabilistic algorithms (such as the Miller Rabin algorithm) automatically primes p, using primitive element automatically generate the necessary and sufficient conditions a
Date : 2026-01-10 Size : 7.21mb User : vince

DL : 0
可变体飞行器的概念由来已久,最早可追溯到莱特兄弟通过机翼翘曲来保持飞机平衡-The concepts of morphing aircraft are long standing, tracing back earlier Wright brothers to maintain ai
Date : 2026-01-10 Size : 162kb User : zengdonghuo

调用百度AI开放平台动物识别API和百度百科API进行动物识别(Call Baidu AI open platform to identify API and Baidu Encyclopedia API for animal identification.)
Date : 2026-01-10 Size : 3kb User : nk5H12
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