Topological phases of matter connect mathematical principles to real materials, and may
shape future electronic and quantum technologies. So far, this discipline has mostly focused …

Carbon has numerous one-dimensional (1D), two-dimensional (2D), and three-dimensional
(3D) allotropic structures. The study of carbon materials has long been a major focus of …

Acoustic phonon is a classic example of triple degeneracy point in band structure. This triple
point always appears in phonon spectrum because of the Nambu–Goldstone theorem. Here …

We study a class of topological materials which in their momentum-space band structure
exhibit threefold degeneracies known as triple points. Focusing specifically on PT-symmetric …

Triple point fermions are elusive electronic excitations that generalize Dirac and Weyl
modes beyond the conventional high-energy paradigm. Yet, finding real materials naturally …

Triple nodal points are degeneracies of energy bands in momentum space at which three
Hamiltonian eigenstates coalesce at a single eigenenergy. For spinless particles, the …

Materials with triply degenerate nodal points in their low-energy electronic spectrum
produce crystalline-symmetry-enforced threefold fermions, which conceptually lie between …

Rare-earth monopnictide (RE-V) semimetal crystals subjected to hydrostatic pressure have
shown interesting trends in magnetoresistance, magnetic ordering, and superconductivity …

We present a study of polycrystalline thin films of the rock salt rare earth nitride GdN grown
on amorphous fused silica at ambient temperature with varying N 2 pressure. X-ray …

The combination of band topology with magnetic ordering provides an excellent platform to
realize various magnetic topological phases. Based on first-principle calculations and …