arXiv · 2605.11587
Euler Topology in Superconducting Honeycomb Lattices
Abstract
Electronic bands in systems with space-time inversion (IST) symmetry can host nontrivial Euler topology. Here, we investigate the band topology of IST-symmetric superconducting honeycomb lattices and demonstrate that s-wave spin-singlet (SWSS) and f-wave spin-triplet (FWST) superconducting pairings give rise to valley-Euler and Euler superconductors, respectively. We find that Euler topology in both pairing states gives rise to mirror-symmetry-protected helical domain-wall modes. Furthermore, we show that Euler topology in the FWST state induces non-Abelian braiding of Dirac nodes in momentum space when anisotropic hopping is introduced. Our work establishes superconducting electronic instabilities as a natural route to realizing nontrivial Euler band topology in Dirac materials.
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Rasoul Ghadimi, Chiranjit Mondal, Bohm-Jung Yang. 2026-05-12. Euler Topology in Superconducting Honeycomb Lattices. https://arxiv.org/abs/2605.11587
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