Found a total of 10000 related content
How to use PHP and GMP to implement the Miller-Rabin primality test of large numbers
Article Introduction:How to use PHP and GMP to implement the Miller-Rabin primality test of large numbers Introduction: Prime numbers play an important role in cryptography and computer science. The Miller-Rabin primality test is a probabilistic algorithm used to test whether a number is prime. It gives the correct answer with a high probability. This article will introduce how to use PHP language and GMP library (GNUMultiplePrecisionArithmeticLibrary) to implement Miller-
2023-07-30
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PHP Program for Rabin-Karp Algorithm for Pattern Searching
Article Introduction:What is Rabin-Karp Algorithm?
The Rabin-Karp algorithm is a string pattern matching algorithm that efficiently searches for occurrences of a pattern within a larger text. It was developed by Michael O. Rabin and Richard M. Karp in 1987.
The algorit
2024-08-28
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457
Exploring Value Investment and Bitcoin with Bill Miller IV
Article Introduction:In a recent episode of SlateCast, CryptoSlate Senior Analyst James Van Straten sat down with Bill Miller IV, the Chief Investment Officer & Portfolio Manager of Miller Value Partners. The discussion touched upon a variety of topics, from the prin
2024-08-01
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PHP program for pattern search using Rabin-Karp algorithm
Article Introduction:What is the Rabin-Karp algorithm? The Rabin-Karp algorithm is a string pattern matching algorithm that efficiently searches for occurrences of patterns in larger texts. It was developed in 1987 by Michael O. Rabin and Richard M. Karp. This algorithm utilizes hashing techniques to compare patterns and hash values of text substrings. Here's how it works: Calculate the hash of the first window of pattern and text. Slide the pattern over the text, one position at a time and compare the hashes. If the hashes match, the characters of the pattern and the current window of text are compared to confirm the match. If there is a match, record the position/index of the match. Computes the hash of the next window of text using a rolling hash function. Repeat steps 3 to 5
2023-09-13
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1242