A non-variational algorithm constructs maximally localized Wannier functions by treating discrete adiabatic transport across band degeneracies as part of solving the projected position operator eigenvalues, yielding linear phase overlaps and fixed-point extraction of centers.
V anderbilt, Berry Phases in Electronic Structure Theory: Electric Polarization, Orbital Magnetization and Topolog ical Insulators (Cambridge University Press, Cambridge, 2018)
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Shaping Maximally Localized Wannier Functions via Discrete Adiabatic Transport
A non-variational algorithm constructs maximally localized Wannier functions by treating discrete adiabatic transport across band degeneracies as part of solving the projected position operator eigenvalues, yielding linear phase overlaps and fixed-point extraction of centers.