Renormalization group theory of tensor network states provides a powerful tool for studying
quantum many-body problems and a new paradigm for understanding entangled structures …

The density matrix renormalization group (DMRG) has become a powerful numerical
method that can be applied to low-dimensional strongly correlated fermionic and bosonic …

The orbital-selective Mott phase of multiorbital Hubbard models has been extensively
analyzed before using static and dynamical mean-field approximations. In parallel, the …

Inelastic neutron scattering recently confirmed the theoretical prediction of a↑↑↓↓-
magnetic state along the legs of quasi-one-dimensional iron-based ladders in the orbital …

Different types of order are discussed in the context of strongly correlated transition metal
oxides, involving pure compounds and and hybrids. Apart from standard, long-range spin …

Competing interactions in quantum materials induce exotic states of matter such as
frustrated magnets, an extensive field of research from both the theoretical and experimental …

We investigate the magnetic order and related strongly correlated effects in a one-
dimensional Ising-Kondo lattice with transverse field. This model is the anisotropic limit of …

We investigate magnetic order in a lattice of classical spins coupled to an isotropic gas of
one-dimensional conduction electrons via local exchange interactions. The frequently …

Topological Kondo insulators are strongly correlated materials where itinerant electrons
hybridize with localized spins, giving rise to a topologically nontrivial band structure. Here …

We propose that ultracold alkaline-earth-like atoms confined in one-dimensional optical
lattice can realize a Kondo lattice model which hosts a symmetry-protected topological (SPT) …