论文标题
仪表不变为主导的1D手动电流随机模型的统计行为
Statistic behaviors of gauge-invariance-dominated 1D chiral current random model
论文作者
论文摘要
通过考虑能量流，我们构建了由不对称跳跃（在载体位置空间）或复杂的骨势引起的准颗粒组成的一维（1D）模型，其复杂的骨髓电位与手性秩序的变化呈变化，从而起着准时的作用。可以产生骨电位，并在仪表不变性的情况下研究疾病平均疾病后手性激发的混沌动力学。此功能也由著名的非热门系统共享。
By considering energy flow, we construct the one-dimensional (1d) model consisting of the quasiparticles caused by asymmetric hopping (in carrier position space) or the complex bosonic potential whose varying gradience with a chiral ordering plays the role of ingredience of quasiparticles. A bosonic potential can be generated and the chaotic dynamics of chiral excitations after disorder average can be investigated in the presence of gauge invariance. This feature is also shared by the well-known non-Hermitian systems.
