Arxiv – Pretending to factor large numbers on a quantum computer – Shor’s algorithm for factoring in polynomial time on a quantum computer gives an enormous advantage over all known classical ...

In 1994, Peter Shor realized that a quantum computer could be much more efficient at factoring large numbers than a conventional computer. Shor’s factoring algorithm begins by using mathematics to ...

One of the key explanations of why this is the case is Shor’s factoring algorithm, which was formulated by the US mathematician Peter Shor in 1994. In this short video, Shor introduces his eponymous ...

Peter Shor, a computer scientist at the Massachusetts Institute of Technology, explains why he devised an algorithm for a quantum computer that could unravel our online data encryption.

If you want to factor a number, one way to do it is Shor’s algorithm. That’s a quantum algorithm and finds prime factors of integers. That’s interesting because prime factorization is a big ...

As the physicists note in their study, the first and most well-known quantum algorithm for factorization is Shor's algorithm, which was developed by mathematician Peter Shor in 1994.

That interaction lets us perform logic gates, which allow us to realize the primitives of the Shor factoring algorithm. The gates we perform can work on any of these kinds of atoms, no matter how ...

The algorithm exploits quantum mechanics to simplify the factorisation of numbers into their prime components – a hard task for ordinary, classical computers when the numbers get really large. However ...