Supporting data for “Emergent Quantum Phases and Topologies in Electronic and Spin systems”

This is a collection of saddle-point solutions for SU(N) Heisenberg modes on triangular and honeycomb lattices. They are obtained by simplifying the SU(N) Heisenberg Hamiltonian in the large-N limit and apply a self-consistent minimization algorithm to the derived mean-field Hamiltonian. The binary programs and Mathematica notebooks are included together for data generation, analysis and visualization.

本数据集收录了三角晶格与蜂窝晶格上SU(N)海森堡模的鞍点解。所有解均通过在大N极限下简化SU(N)海森堡哈密顿量，并对推导得到的平均场哈密顿量应用自洽最小化算法获得。数据集附带了用于数据生成、分析与可视化的二进制程序及Mathematica笔记本文件。