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The unique properties of massless Dirac fermions lead to many remarkable phenomena, and a major challenge towards their technological exploitation is the development of materials with tunable Dirac states. Here we show that this goal may be achieved by using electron-electron correlations in the quasi 2D system BaNiS2. By means of ARPES and first-principles calculations, we unveil the formation of Dirac states by the hybridization of correlated d-electrons with ligand orbitals, which provides an effective band crossing in the presence of a nonsymmorphic symmetry. We show that this mechanism forms Dirac cones extending over a wide energy window around the Fermi level, and that node location in k-space can vary along the Gamma - M symmetry line, instead of being pinned at symmetry points as commonly found in graphene and other Dirac materials. These unique characteristics make BaNiS2 an ideal playground to explore electronic correlation effects in Dirac materials.
We study the multicritical behavior for the semimetal-insulator transitions on graphenes honeycomb lattice using the Gross-Neveu-Yukawa effective theory with two order parameters: the SO(3) (Heisenberg) order parameter describes the antiferromagnetic
We investigate the magnetic response in the quantized spin Hall (SH) phase of layered-honeycomb lattice system with intrinsic spin-orbit coupling lambda_SO and on-site Hubbard U. The response is characterized by a parameter g= 4 U a^2 d / 3, where a
We construct a class of exact ground states for correlated electrons on pentagon chains in the high density region and discuss their physical properties. In this procedure the Hamiltonian is first cast in a positive semidefinite form using composite
Forcing systems though fast non-equilibrium phase transitions offers the opportunity to study new states of quantum matter that self-assemble in their wake. Here we study the quantum interference effects of correlated electrons confined in monolayer
We propose and characterize a new $mathbb{Z}_2$ class of topological semimetals with a vanishing spin--orbit interaction. The proposed topological semimetals are characterized by the presence of bulk one-dimensional (1D) Dirac Line Nodes (DLNs) and t