U(1) Slave-spin theory and its application to Mott transition in a multi-orbital model for iron pnictides
Rong Yu, Qimiao Si

TL;DR
This paper introduces a U(1) slave-spin theory for multi-orbital Hubbard models, effectively capturing Mott transitions and strongly correlated metallic phases in iron pnictides, with advantages over previous approaches in non-degenerate systems.
Contribution
The paper develops a U(1) slave-spin approach that accurately describes Mott physics in multi-orbital models, especially for non-degenerate orbitals, and applies it to iron pnictides.
Findings
Demonstrates a Mott transition in a five-orbital model for iron pnictides.
Identifies a crossover from weakly to strongly correlated metal influenced by Hund's coupling.
Finds nearly degenerate orbital selective Mott state near the transition.
Abstract
A U(1) slave-spin representation is introduced for multi-orbital Hubbard models. As with the form of L. de'Medici et al. (Phys. Rev. B 72, 205124 (2005)), this approach represents a physical electron operator as the product of a slave spin and an auxiliary fermion operator. For non-degenerate multi-orbital models, our U(1) approach is advantageous in that it captures the non-interacting limit at the mean-field level. For systems with either a single orbital or degenerate multiple orbitals, the U(1) and slave-spin approachs yield the same results in the slave-spin-condensed phase. In general, the U(1) slave-spin approach contains a U(1) gauge redundancy, and properly describes a Mott insulating phase. We apply the U(1) slave-spin approach to study the metal-to-insulator transition in a five-orbital model for parent iron pnictides. We demonstrate a Mott transition as a…
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