modulo

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Principle and program demonstration of Diffie-Hellman Key Exchange Algorithm

In. Its mathematical basis is the mathematical difficulty of discrete logarithm. The key exchange process is described as follows: Select two large numbers p and g and make them public. p is a prime number, and g is a module p of p. The original

Complement knowledge learning.

Complement Encyclopedia business cards Two's complement 1. in computer systems, all values are represented (stored) by a supplemental code ). The main reason is that the complement code can be used to process the symbol bit and other digits in a

RSA algorithm (i)

Reprint: http://www.ruanyifeng.com/blog/2013/06/rsa_algorithm_part_one.htmlNanyiDate: June 27, 2013If you ask me, which algorithm is most important?I might answer "public key cryptography."Because it is the cornerstone of computer communication

Codeforces Round #131 (Div. 2) complete question

The first time I entered DIV1, I was decisively abused and couldn't help. Solve DIV2 first after the competitionA. System of EquationsAsk a * a + B = m a + B * B = n, the solution a, B, and how many groups are there, because a and B are not negative,

Data Encryption--a detailed explanation of the principle and implementation of RSA encryption algorithm

Introduction to RSA AlgorithmsRSA is one of the most popular asymmetric encryption algorithms. Also known as public-key cryptography. It was proposed by Ronald Leevist (Ron rivest), Adi Samor (Adi Shamir) and Lennard Adman (Leonard Adleman) in 1977.

Principles of RSA Algorithm (i.)

If you ask me, which algorithm is most important? I might answer "public key cryptography."Because it is the cornerstone of computer communication security, to ensure that the encrypted data will not be cracked. You can imagine the consequences of a

Asymmetric encryption technology--analysis of the mathematical principle of RSA algorithm

Asymmetric encryption technology, in the current network, has a very wide range of applications. Encryption technology is the basis of digital money.Asymmetric, which means that the algorithm requires a pair of keys, using one (public key)

Short URL generation and conversion

Main logic: 1. determine a string (LS) containing uppercase and lowercase letters and data. the length is L26 + 26 + 10622. initialize the L ** N integers, and as a sequence push to redis 3, when you need to convert a long URL, first from the above

Idea Plus decryption

A Introduction to Idea algorithmIDEA (International Data encryption Alogrithm) was presented by Xuejialai and James L.massey of the Federal Institute of Technology in Zurich, Switzerland, in 1991. IDEA uses a 128-bit key, the entire algorithm and

Forcing type conversion issues

In C + +, when a value of a type that represents a larger range is assigned to a type that represents a smaller range, the type conversion is automatically enforced and converted to a range that represents a larger type.The law of conversion is that

The reason why there is a lower bound to the source code, the reverse code, and the Supplementary Code

ArticleDirectory 1. Number of machines 2. True Value 1. Original code 2. Anti-code 3. Complement Same concept Negative modulo Start proof 1. Number of machines 2. True Value 1. Original code 2. Anti-code 3

Complement [basic]

1. In computer systems, all values are represented (stored) by supplementary codes ). That is to say:When processing numerical data, the Cup uses a complement code for computation. (Not the original code !) Main reasons:A uses the

C # Implementation of Luhn Algorithm

When using ICCID, some operators use 18 bits, some operators use 19 BITs (ICCID-C contains a checkpoint ). Then the ICCID-C checkpoint algorithm is adopted Luhn algorithm. This algorithm is only used for input error verification of logarithm strings,

LAPB, X.25, and X.25 Switch configuration commands (1)

1. clear x25 countersClears all statistics of an X.25 API.Clear x25 counters interface-type interface-numberParameter description]Interface-type is the interface type.Interface-number is the interface number.Command mode]Privileged user modeUser

-128 contains 8-bit binary representation of the original code, anti-code, and complement code

I. Concept of Modulo (I will only list one example. For details, refer to "same-modulus" in mathematics ")In daily life, there are many examples of subtraction and addition. For example, the clock runs at 12 bits, and can also be regarded as

A general knowledge of number theory

1) Prime numberTheoryThere are infinitely many theorem primesProof. If there is a maximum prime number P_max, set x = (P_1 * p_2 ... * p_max) + 1, at this time if X is a prime number, then x > P_max, contradiction, if X is composite, then there must

Reproduced Principle of CRC32 encryption algorithm

This article was reproduced from: http://blog.163.com/yucheng_xiao/blog/static/76600192201393092918776/First, the basic principleThe CRC test principle is actually the addition of an R-bit binary test code (sequence) after a P-bit binary data

Learn RSA public key algorithm

The figure is the inventor of the RSA public key algorithm, from left to right Ron Rivest, Adi Shamir, Leonard Adleman. Photo taken in 1978(and News Finance original)RSA encryption algorithm is the most commonly used asymmetric encryption algorithm,

[Turn] Use examples to explain RSA encryption algorithm to novice

Http://www.cfca.com.cn/zhishi/wz-012.htmPS: Common public key to data encryption, private key to data decryption, private key to data signing, public key authentication of data signatureRSA encryption algorithm is the most commonly used asymmetric

The effect of multiplicative inverse element

First of all, I think that. The most important function of multiplicative inverse is to divide the division into multiplication and then modulo when dividing by a number and then modulo. Because the division, for example, with 16/5 should be 3.2,

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