Breakdown of Strong-Coupling Perturbation Theory in Doped Mott Insulators
arXiv:cond-mat/0312615 · doi:10.1103/PhysRevLett.93.267004
Abstract
We show that doped Mott insulators, such as the copper-oxide superconductors, are asymptotically slaved in that the quasiparticle weight, , near half-filling depends critically on the existence of the high energy scale set by the upper Hubbard band. In particular, near half filling, the following dichotomy arises: when the high energy scale is integrated out but Z=0 in the thermodynamic limit when it is retained. Slavery to the high energy scale arises from quantum interference between electronic excitations across the Mott gap. Broad spectral features seen in photoemission in the normal state of the cuprates are argued to arise from high energy slavery.
Published version
References in corpus (3)
Cited by in corpus (16)
- Nodal quasiparticle meltdown in ultra-high resolution pump-probe angle-resolved photoemission
- Much Ado about Zeros: The Luttinger Surface and Mottness
- Mottness in High-Temperature Copper-Oxide Superconductors
- Enhanced Perturbative Continuous Unitary Transformations
- Hidden Charge 2e Boson in Doped Mott Insulators: Field Theory of Mottness
- Doped Mott insulators are insulators: hole localization in the cuprates
- Universal waterfalls-like feature in the spectral function of high temperature superconductors
- Derivation of the t-J model for finite doping
- Origin of the Mott Gap
- High-Temperature Criticality in Strongly Constrained Quantum Systems
- Critical charge instability on verge of the Mott transition and the origin of quantum protection in high- cuprates
- Temperature dependence of the spectral weight in p- and n-type cuprates: a study of normal state partial gaps and electronic kinetic energy
- On kinetic energy stabilized superconductivity in cuprates
- Evaluation of High Order Terms for the Hubbard Model in the Strong-coupling Limit
- Non-conservation of Fermionic Degrees of Freedom at Low-energy in Doped Mott Insulators
- The Gutzwiller wave function as a disentanglement prescription