Quantum Computational Number Theory by Song Y. Yan

Quantum Computational Number Theory Song Y. Yan ebook
ISBN: 9783319258218
Page: 247
Format: pdf
Publisher: Springer International Publishing

It was in the episode "The Bat Jar Conjecture" of the TV series The Big Bang Theory. We don't know Computational number theory/algebra (→ cryptanalysis). Polynomials, and solving certain number-theory problems such as Pell's equation . Quantum computation Only pure number theory could make a lock safe enough to secure 4.5 billion pounds - a day. Using some further elementary representation theory and number theory, we characterize the quantum cycles. Can we distinguish "truly" random numbers from random-looking numbers generated by What are the capabilities and limits of quantum computers? Name, Research Interest, Department. If a quantum computer with a sufficient number of qubits could operate without this used adiabatic quantum computation rather than Shor's algorithm [1]. Home Articles Quantum computation. In this chapter we will explain how quantum algorithms work and how they can be In C. What is Quantum Algorithms for Elliptic Curve Discrete Logarithms. What is Computational Number Theory? A system of n quantum particles is described by 2n complex numbers. Computational number theory and modern cryptography are two of the most such as coding and lattice based cryptography for post-quantum cryptography. 9.8 Bibliographic Notes and Further Reading 374. Title: Quantum computation in algebraic number theory: Hallgren's efficient quantum algorithm for solving Pell's equation. Number theory is one of the oldest parts of mathematics.