A scattering theory for time boundaries establishes that the number of topological resonant transmissions equals the jump in bulk topological invariants for all integer Altland-Zirnbauer classes, with dimensional robustness differences.
Title resolution pending
6 Pith papers cite this work. Polarity classification is still indexing.
6
Pith papers citing it
citation-role summary
background 1
citation-polarity summary
verdicts
UNVERDICTED 6roles
background 1polarities
background 1representative citing papers
Termination geometry in a 2D nonsymmorphic antiferromagnet switches a single bulk phase between first-order gapless edge states and second-order corner states protected by magnetic mirror and chiral symmetries.
Holographic isoTNS represent volume-law entangled states including arbitrary fermionic Gaussian states, Clifford states, and certain short-time evolved states using an extra network dimension with isometric constraints.
Ordinary lattice defects induce mid-gap bound states that distinguish topological insulators from normal insulators and remain robust to weak impurities.
Bilayer models with cubic Rashba SOC realize helical f-wave and p+f-wave TSCs with mirror Chern numbers 3 and 4, hosting multiple Majorana Kramers pairs and bypassing the odd-FS criterion.
Next-nearest-neighbor Coulomb repulsion favors a 2x2 loop current charge density wave on the kagome lattice at van Hove filling, with stronger interactions driving a C6-breaking nematic state and superconducting instabilities descending from the charge fluctuations.
citing papers explorer
-
Time-boundary scattering and topological resonant transmissions
A scattering theory for time boundaries establishes that the number of topological resonant transmissions equals the jump in bulk topological invariants for all integer Altland-Zirnbauer classes, with dimensional robustness differences.
-
Hybrid-order topology in two-dimensional nonsymmorphic antiferromagnets
Termination geometry in a 2D nonsymmorphic antiferromagnet switches a single bulk phase between first-order gapless edge states and second-order corner states protected by magnetic mirror and chiral symmetries.
-
Holographic Representation of One-Dimensional Many-Body Quantum States via Isometric Tensor Networks
Holographic isoTNS represent volume-law entangled states including arbitrary fermionic Gaussian states, Clifford states, and certain short-time evolved states using an extra network dimension with isometric constraints.
-
Ordinary lattice defects as probes of topology
Ordinary lattice defects induce mid-gap bound states that distinguish topological insulators from normal insulators and remain robust to weak impurities.
-
Engineering Helical Superconductors with Multiple Majorana Kramers Pairs via Higher-Order Rashba Spin-Orbit Coupling
Bilayer models with cubic Rashba SOC realize helical f-wave and p+f-wave TSCs with mirror Chern numbers 3 and 4, hosting multiple Majorana Kramers pairs and bypassing the odd-FS criterion.
-
Exotic charge density waves and superconductivity on the Kagome Lattice
Next-nearest-neighbor Coulomb repulsion favors a 2x2 loop current charge density wave on the kagome lattice at van Hove filling, with stronger interactions driving a C6-breaking nematic state and superconducting instabilities descending from the charge fluctuations.