16,659 research outputs found
Scaling in the distribution of intertrade durations of Chinese stocks
The distribution of intertrade durations, defined as the waiting times
between two consecutive transactions, is investigated based upon the limit
order book data of 23 liquid Chinese stocks listed on the Shenzhen Stock
Exchange in the whole year 2003. A scaling pattern is observed in the
distributions of intertrade durations, where the empirical density functions of
the normalized intertrade durations of all 23 stocks collapse onto a single
curve. The scaling pattern is also observed in the intertrade duration
distributions for filled and partially filled trades and in the conditional
distributions. The ensemble distributions for all stocks are modeled by the
Weibull and the Tsallis -exponential distributions. Maximum likelihood
estimation shows that the Weibull distribution outperforms the -exponential
for not-too-large intertrade durations which account for more than 98.5% of the
data. Alternatively, nonlinear least-squares estimation selects the
-exponential as a better model, in which the optimization is conducted on
the distance between empirical and theoretical values of the logarithmic
probability densities. The distribution of intertrade durations is Weibull
followed by a power-law tail with an asymptotic tail exponent close to 3.Comment: 16 elsart pages including 3 eps figure
Stability of Attached Transonic Shocks in Steady Potential Flow past Three-Dimensional Wedges
We develop a new approach and employ it to establish the global existence and
nonlinear structural stability of attached weak transonic shocks in steady
potential flow past three-dimensional wedges; in particular, the restriction
that the perturbation is away from the wedge edge in the previous results is
removed. One of the key ingredients is to identify a "good" direction of the
boundary operator of a boundary condition of the shock along the wedge edge,
based on the non-obliqueness of the boundary condition for the weak shock on
the edge. With the identification of this direction, an additional boundary
condition on the wedge edge can be assigned to make sure that the shock is
attached on the edge and linearly stable under small perturbation. Based on the
linear stability, we introduce an iteration scheme and prove that there exists
a unique fixed point of the iteration scheme, which leads to the global
existence and nonlinear structural stability of the attached weak transonic
shock. This approach is based on neither the hodograph transformation nor the
spectrum analysis, and should be useful for other problems with similar
difficulties.Comment: 28 Pages; 2 figure
Possible pi-phase shift at interface of two pnictides with antiphase s-wave pairing
We examine the nature of Josephson junction between two identical
Fe-pnictides with anti-phase s-wave pairing. pi-phase shift is found if the
junction barrier is thick and the two Fe-pnictides are oriented in certain
directions relative to the interface. Our theory provides a possible
explanation for the observed half integer flux quantum transitions in a
niobium/polycrystal NdFeAsO loop, and attributes the pi-phase shift to
intergrain junctions of Fe-pnictides.Comment: 4 pages, 2 figure
Z-mediated charge and CP asymmetries and FCNCs in processes
We show model-independently that the negative like-sign charge asymmetry
is less than when the constraints from
the mixings and the time-dependent CP asymmetries (CPAs) for
with and are taken into account.
Although the result is smaller than the measured value by the D{\O}
Collaboration at Fermilab, there is still plenty of room to have new physics,
which is sensitive to new CP violating effects, as the standard model (SM)
prediction is . To illustrate the potential
large , we show the influence of new singlet exotic
quarks in the vector-like quark model, where the -mediated flavor changing
neutral currents (FCNCs) are generated at tree level. In particular, we
demonstrate that (a) the like-sign charge asymmetry could be enhanced by a
factor of two in magnitude; (b) the CPA of could
reach to ; (c) the CPA of could be higher than
when is larger than the SM
prediction; and (d) the branching ratio for could be as
large as .Comment: 1+19 pages, 8 figures, typos corrected and references added, version
to appear in JHE
Dynamics of Order Parameter in Photoexcited Peierls Chain
The photoexcited dynamics of order parameter in Peierls chain is investigated
by using a microscopic quantum theory in the limit where the hot electrons may
establish themselves into a quasi-equilibrium state described by an effective
temperature. The optical phonon mode responsible for the Peierls instability is
coupled to the electron subsystem, and its dynamic equation is derived in terms
of the density matrix technique. Recovery dynamics of the order parameter is
obtained, which reveals a number of interesting features including the change
of oscillation frequency and amplitude at phase transition temperature and the
photo-induced switching of order parameter.Comment: 5 pages, 3 figure
Cooper Pairing in Insulating Valence Band in Fe-Based Superconductors
Conventional Cooper pairing arises from attractive interaction of electrons
in the metallic bands. Recent experiment on Co-doped LiFeAs shows
superconductivity in the insulating valence band, which is evolved from a
metallic hole band upon doping. Here we examine this phenomenon by studying
superconductivity in a three-orbital Hamiltonian relevant to the doped LiFeAs.
We show explicitly that Cooper pairing of the insulating hole band requires a
finite pairing interaction strength. For strong coupling, the superconductivity
in the hole band is robust against the sink of the hole band below the Fermi
level. Our theory predicts a substantial upward shift of the chemical potential
in the superconducting transition for Co-doped LiFeAs.Comment: 5 pages, 5 figure
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