Trapdoor One Way Function In Cryptography

An example of a trapdoor one way function is factorization of a product of two large primes.

Trapdoor one way function in cryptography.

Trapdoor one way functions are types of one way functions that contain a kind of back door trapdoor. A trapdoor function is a function that is easy to compute in one direction yet believed to be difficult to compute in the opposite direction finding its inverse without special information called the trapdoor. In mathematical terms if f. Since this function was the first combinatorial complete one way function to be demonstrated it is known as the universal one way function.

As in the case of ordinary one way functions it is easy to compute their values for given data but it is very difficult to compute their inverse functions. It is not known if a trapdoor one way function can be constructed from any one way function. This module reviews the principles and requirements of asymmetric cryptography which uses a pair of keys with one party using a public. In mathematical terms if f is a trapdoor function then there exists some secret information t such that given f x and t it is easy to.

A trapdoor function is a function that is easy to compute in one direction yet difficult to compute in the opposite direction finding its inverse without special information called the trapdoor trapdoor functions are widely used in cryptography. Trapdoor functions are widely used in cryptography. The problem of finding a one way function is thus reduced to proving that one such function exists.