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)
Equarius for the web - Equation Editor
Convert crystal structure file format
Generate k-path for band structure plot
Find primitive cell
Generate supercell
Find cubic-like supercell
List up unique atomic substitution patterns
Plot DOS and PDOS obtained by QE
Plot band structure obtained by QE
Get bibtex from DOI