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In recent years, topological materials science is a great revolutionary progress in the field of materials science, which is closely related to group theory, in which, a typical representative emerging discipline is Topological Quantum Chemistry. So, add some related features are also intriguing.
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hongyi-zhao
changed the title
Calculate topological invariants for topological materials analyze.
Calculate topological invariants for topological material analysis.
Aug 3, 2022
hongyi-zhao
changed the title
Calculate topological invariants for topological material analysis.
Calculate topological invariants to facilitate topological material analysis.
Aug 3, 2022
That sounds so interesting applications of irreps and this package!
Although I don't know the details about the field, it seems a symmetry indicator is calculated after obtaining corresponding irreps.
So such a calculation will be done outside this package as a post process.
The symmetry indicator, according to my superficial understanding, is just some sort of topological invariants. But, objectively speaking, I am a layman in this field.
In recent years, topological materials science is a great revolutionary progress in the field of materials science, which is closely related to group theory, in which, a typical representative emerging discipline is Topological Quantum Chemistry. So, add some related features are also intriguing.
Related literature and studies:
https://doi.org/10.1038/nature23268
https://doi.org/10.1103/PhysRevB.102.115117
https://github.com/oashour/AbInitioTopo.jl
Regards,
Zhao
The text was updated successfully, but these errors were encountered: