Outrageously Funny Word Dictionary :: Pollard

👉 In number theory, a "pollard" is an algorithm used to find factors of large numbers. The term "pollard" refers to the fact that it can be used for finding factors of large numbers, but also for other purposes such as determining if two numbers are prime or composite. The concept of a pollard algorithm was introduced by John Pollard in 1965 and is widely used in cryptography and number theory. The algorithm involves using a series of small random numbers to generate

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👉 Pollarding is a mathematical concept in theoretical computer science, specifically related to the theory of computation. It describes how certain computational problems can be broken down into smaller sub-problems that can be solved more efficiently than the original problem itself. In simpler terms, pollarding refers to the process of breaking down complex problems into smaller, manageable pieces that are easier to solve. The goal is to find a solution to the original problem that is as efficient as possible while still being solvable. This process is often

pollarding

👉 Pollarded is a mathematical concept in the field of topology that describes the process of attaching a "poll" to a graph. A "poll" is a node that can be connected to other nodes by an edge, and it is necessary for each node to have at least one incoming edge to reach its parent. The term was introduced by J. M. R. Hirst in 1982. In the context of graph theory, a pollarded graph is a graph whose vertices can

pollarded

👉 In mathematics, a Pollard's rho algorithm is a method for finding a generator of an order p non-cyclic group G. It was developed by Hans-Peter Pollard in 1976. The algorithm works as follows: 1. Choose two distinct prime numbers \(p\) and \(q\) such that gcd(p, q) = 1. 2. Generate the public keys (x_1 and x_2) for G using the following formula: \[x

pollard