A real-space dynamical embedding Green's function method enables first-principles calculations of superconducting proximity lengths and spectral functions in mesoscopic systems and heterostructures.
Khalaf, Higher-order topological insulators and su- perconductors protected by inversion symmetry, Phys
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Z2-protected Majorana vortex end modes appear in time-reversal invariant higher-order topological insulators and in topologically trivial insulators with all surfaces gapped when chemical potential lies between the two single-TI critical values.
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First-principles real-space embedding theory of the superconducting proximity effect
A real-space dynamical embedding Green's function method enables first-principles calculations of superconducting proximity lengths and spectral functions in mesoscopic systems and heterostructures.
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Majorana vortex phases in time-reversal invariant higher-order topological insulators and topologically trivial insulators
Z2-protected Majorana vortex end modes appear in time-reversal invariant higher-order topological insulators and in topologically trivial insulators with all surfaces gapped when chemical potential lies between the two single-TI critical values.