New class of 2D material could improve quantum computing
Abstract
A quantum nonlinear Schrödinger equation in the presence of disorder is considered. The dynamics of an initially localized wave packet is studied and subdiffusion of the wave packet is obtained with a transport exponent 1/2. It is shown that this transport exponent has pure quantum nature. A probabilistic description of subdiffusion in the framework of a quantum continuous time random walk is suggested and a quantum master equation is...
Paper Details
Title
New class of 2D material could improve quantum computing
Published Date
Oct 1, 2019
Journal
Volume
29
Pages
2 - 3
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History