WebEarthquakes in two-dimensional hyperbolic geometry, in Low-dimensional Topology and Kleinian Groups, Cambridge Univ. Press, 1987, 91-112. 7. Complex dynamics, measures and foliations Laura DeMarco. Reference: J.H. Hubbard and P. Papadopol, Superattractive fixed points in C^n, Indiana Univ. Math. J. 43 (1994), 321--365. 8. Compactness in moduli ... Web6 apr. 2024 · In experiments, we fabricate two types of finite hyperbolic circuit networks with periodic boundary conditions and partially open boundary conditions to detect …
From hyperbolic drum towards hyperbolic topological insulators
Web[2203.07292] Hyperbolic topological band insulators (Thomale, Neupert) [2203.07157] Inverse Hamiltonian design by automatic differentiation (Inui, Motome) [2203.07366] Schrieffer-Wolff Transformations for Experiments: Dynamically Suppressing Virtual Doublon-Hole Excitations in a Fermi-Hubbard Simulator, t-J-3s (Greiner) WebPositive (spherical-like) curvatures have a local effect of opening a band gap in the spectrum, while negative (hyperbolic-like) curvatures tend to close the band gap. The band-gap energy is predicted to be tunable and proportional to the curvature radius of … coved grand quevilly
(PDF) Hyperbolic Topological Insulators - ResearchGate
Web17 nov. 2024 · The most salient feature of their hyperbolic band theory is the unusually large dimension of the momentum space: the spectrum of particles on a two-dimensional hyperbolic lattice necessitates a characterization with an … Web14 mrt. 2024 · To explore the uncharted topological aspects arising in hyperbolic band theory, we here introduce elementary models of hyperbolic topological band … WebTo explore the uncharted topological aspects arising in hyperbolic band theory, we here introduce elementary models of hyperbolic topological band insulators: the hyperbolic Haldane model and the hyperbolic Kane-Mele model; both obtained by replacing the hexagonal cells of their Euclidean counterparts by octagons. covedisa s.a