30,307 research outputs found
Tunneling spectra of layered strongly correlated d-wave superconductors
Tunneling conductance experiments on cuprate superconductors exhibit a large
diversity of spectra that appear in different nano-sized regions of
inhomogeneous samples. In this letter, we use a mean-field approach to the
tt't''J model in order to address the features in these spectra that deviate
from the BCS paradigm, namely, the bias sign asymmetry at high bias, the
generic lack of evidence for the Van Hove singularity, and the occasional
absence of coherence peaks. We conclude that these features can be reproduced
in homogeneous layered d-wave superconductors solely due to a proximate Mott
insulating transition. We also establish the connection between the above
tunneling spectral features and the strong renormalization of the electron
dispersion around (0,pi) and (pi,0) and the momentum space anisotropy of
electronic states observed in ARPES experiments.Comment: 4 pages, 3 figures. Added comment on the role of sample
inhomogeneity. Published version. Homepage http://dao.mit.edu/~wen
Continuous topological phase transitions between clean quantum Hall states
Continuous transitions between states with the {\em same} symmetry but
different topological orders are studied. Clean quantum Hall (QH) liquids with
neutral quasiparticles are shown to have such transitions. For clean bilayer
(nnm) states, a continous transition to other QH states (including non-Abelian
states) can be driven by increasing interlayer repulsion/tunneling. The
effective theories describing the critical points at some transitions are
derived.Comment: 4 pages, RevTeX, 2 eps figure
SWEET PERSUASION: SOFT DRINKS, SCHOOL FUNDING, AND CHILDREN'S HEALTH
"Pouring rights" contracts between soft drink companies and schools have created substantial controversy. Treating the issue as externality problem, we analyze the Pigouvian tax solution and propose a contract between the government and schools to provide an incentive compatible method for government to utilize the tax revenue.Public Economics,
Binding Transition in Quantum Hall Edge States
We study a class of Abelian quantum Hall (QH) states which are topologically
unstable (T-unstable). We find that the T-unstable QH states can have a phase
transition on the edge which causes a binding between electrons and reduces the
number of gapless edge branches. After the binding transition, the
single-electron tunneling into the edge gains a finite energy gap, and only
certain multi-electron co-tunneling (such as three-electron co-tunneling for
edges) can be gapless. Similar phenomenon also appear for edge state
on the boundary between certain QH states. For example edge on the boundary
between and states only allow three-electron co-tunneling at
low energies after the binding transition.Comment: 4 pages, RevTeX, 1 figur
Confined coherence and analytic properties of Green's functions
A simple model of noninteracting electrons with a separable one-body
potential is used to discuss the possible pole structure of single particle
Green's functions for fermions on unphysical sheets in the complex frequency
plane as a function of the system parameters. The poles in the exact Green's
function can cross the imaginary axis, in contrast to recent claims that such a
behaviour is unphysical. As the Green's function of the model has the same
functional form as an approximate Green's function of coupled Luttinger liquids
no definite conclusions concerning the concept of "confined coherence" can be
drawn from the locations of the poles of this Green's function.Comment: 3 pages, 3 figure
Non-canonical statistics of finite quantum system
The canonical statistics describes the statistical properties of an open
system by assuming its coupling with the heat bath infinitesimal in comparison
with the total energy in thermodynamic limit. In this paper, we generally
derive a non-canonical distribution for the open system with a finite coupling
to the heat bath, which deforms the energy shell to effectively modify the
conventional canonical way. The obtained non-canonical distribution reflects
the back action of system on the bath, and thus depicts the statistical
correlations through energy fluctuations
Staggered-vorticity correlations in a lightly doped t-J model: a variational approach
We report staggered vorticity correlations of current in the d-wave
variational wave function for the lightly-doped t-J model. Such correlations
are explained from the SU(2) symmetry relating d-wave and staggered-flux
mean-field phases. The correlation functions computed by the variational Monte
Carlo method suggest that pairs are formed of holes circulating in opposite
directions.Comment: ReVTeX, 4 pages, 3 figure
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