对引力场中量子态实验的批判及可能的几何解释

Response to `Comment on "Quantum correlations are weaved by the spinors of the Euclidean primitives"'

In this paper I respond to a critique of one of my papers previously published in the Royal Society Open Science entitled "Quantum correlations are weaved by the spinors of the Euclidean primitives." Without engaging with the geometrical framework presented in my paper, the critique incorrectly claims that there are mathematical errors in it. I demonstrate that the critique is based on a series of misunderstandings, and refute each of its claims of error. I also bring out a number of logical, mathematical, and conceptual errors from the critique and the critiques it relies on.

量子计算能解决经典无法解决的问题吗？

Can quantum computing solve classically unsolvable problems?

T. D. Kieu声称量子计算程序可以解决经典无法解决的问题。最近的工作W。D.史密斯已经表明，乔的中央数学索赔不能维持。在这里，一个更普遍的批评是乔的建议，并提出了一些建议，关于教会图灵论文。

Is monogamy of entanglement geometrical?

This work aims to understand the monogamy of quantum entanglement from a geometrical point of view. By regarding quantum entanglement as a geometrical structure on the state space of quantum systems and attributing all entanglement related properties as emergent from this geometry of entanglement, we assume there exists a genuine general monogamous relation of quantum entanglement w.r.t. a correspondent genuine entanglement measure Q* which possesses an underlying geometrical origin. We speculate that the monogamous relations w.r.t. an entanglement measure Q can be understood by comparing the …

从量子力学的绝热定理到物质的拓扑态

From the adiabatic theorem of quantum mechanics to topological states of matter

近年来，拓扑物态研究引起了人们极大的兴趣，本文主要介绍拓扑物态的理论基础。本文从几何角度提出的量子力学的绝热定理出发，引入TSM概念，根据其全局几何特征，区分了在非相互作用系统和平均场超导体中分别具有代表性的带隙多体基态。这些分类功能的拓扑不变量定义的绝热曲率这些散装绝缘系统。本文在K-理论的框架下综述了TSM在所有对称类中的一般分类。此外，我们概述了如何相互作用和无序可以包括到TSM的理论框架，通过重新制定相关的拓扑不变量的单粒子格林函数和通过引入扭曲的边界条件，分别。最后，我们整合领域的TSM到一个更广泛的背景下，区分TSM的拓扑秩序的概念，已被引入研究分数量子霍尔系统。