论文提出在具有赝自旋3/2特征的莫尔watermill晶格中,通过反演对称性破缺质量项和应变分别调控拓扑能隙与C3对称性破缺,从而获得大幅增强、且在拓扑相边界变号的非线性霍尔响应。
- nonlinear Hall response
- Berry curvature dipole
- Chern topology
- Wilson-loop winding
Research digest / 2026-08-06
本页只展示通过多层筛选后的论文。所有分析范围都明确标注;摘要级分析不会推测正文细节。
论文提出在具有赝自旋3/2特征的莫尔watermill晶格中,通过反演对称性破缺质量项和应变分别调控拓扑能隙与C3对称性破缺,从而获得大幅增强、且在拓扑相边界变号的非线性霍尔响应。
该论文旨在比较Abrikosov费米子和Schwinger玻色子两种部分子框架在超越平均场层面对kagome反铁磁体动力学自旋关联及分数量子自旋激发的刻画。
论文通过Monte Carlo采样构造能够表示Hubbard哈密顿量的截断Fock基底,再在该基底上实施Lanczos和带Lanczos计算基态与格林函数,从而降低传统精确对角化的资源成本并扩展可处理体系规模。
Directly develops tunable exceptional points in many-body non-Hermitian systems and connects their spectral coalescences to state purification and open-system realizations.
Directly analyzes asymptotic commutator and operator growth in a disordered many-body system, using growth rates to rule out strong dynamical localization.
Directly develops the geometry and integrable dynamics of non-Hermitian Krylov spaces through Arnoldi coefficients and Toda structures.
Introduces an efficient variational correlated-electron framework for the Hubbard-Holstein model and benchmarks its dynamical renormalizations against DMFT.
Computes the second Rényi entanglement entropy in a solvable strange-metal model and identifies universal scaling involving fermionic and bosonic entanglement.
Directly studies how dissipation stabilizes Floquet-engineered many-body phases and discrete time-crystalline order in the steady state.
Derives analytical Floquet Green functions, steady-state sideband occupations, and a Floquet-modified Landauer formula for driven quantum systems coupled to baths.
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