36,065 research outputs found
Josephson junction on one edge of a two dimensional topological insulator affected by magnetic impurity
Current-phase relation in a Josephson junction formed by putting two s-wave
superconductors on the same edge of a two dimensional topological insulator is
investigated. We consider the case that the junction length is finite and
magnetic impurity exists. The similarity and difference with conventional
Josephson junction is discussed. The current is calculated in the semiconductor
picture. Both the - and -period current-phase relations
() are studied. There is a sharp jump at
and for and respectively in the
clean junction. For , the sharp jump is robust against impurity
strength and distribution. However for , the impurity makes the jump
at smooth. The critical (maximum) current of is given
and we find it will be increased by asymmetrical distribution of impurity.Comment: 7 pages, 5 figure
The neutral top-pion and the lepton flavor violating decays
Taking into account the constraints of the present experimental limit of the
process on the free parameters of topcolor-assisted
technicolor(TC2) models, we calculate the contributions of the neutral top-pion
to the lepton flavor violating(LFV) decays . Our results
show that the value of the branching ratio is larger than
that of in all of the parameter space and there is , which is far from the
reach of present or future experiments.Comment: 12 pages and 3 figures. To be published in J. Phys.
An Empirical Evaluation On Vibrotactile Feedback For Wristband System
With the rapid development of mobile computing, wearable wrist-worn is
becoming more and more popular. But the current vibrotactile feedback patterns
of most wrist-worn devices are too simple to enable effective interaction in
nonvisual scenarios. In this paper, we propose the wristband system with four
vibrating motors placed in different positions in the wristband, providing
multiple vibration patterns to transmit multi-semantic information for users in
eyes-free scenarios. However, we just applied five vibrotactile patterns in
experiments (positional up and down, horizontal diagonal, clockwise circular,
and total vibration) after contrastive analyzing nine patterns in a pilot
experiment. The two experiments with the same 12 participants perform the same
experimental process in lab and outdoors. According to the experimental
results, users can effectively distinguish the five patterns both in lab and
outside, with approximately 90% accuracy (except clockwise circular vibration
of outside experiment), proving these five vibration patterns can be used to
output multi-semantic information. The system can be applied to eyes-free
interaction scenarios for wrist-worn devices.Comment: 10 pages
Empirical properties of inter-cancellation durations in the Chinese stock market
Order cancellation process plays a crucial role in the dynamics of price
formation in order-driven stock markets and is important in the construction
and validation of computational finance models. Based on the order flow data of
18 liquid stocks traded on the Shenzhen Stock Exchange in 2003, we investigate
the empirical statistical properties of inter-cancellation durations in units
of events defined as the waiting times between two consecutive cancellations.
The inter-cancellation durations for both buy and sell orders of all the stocks
favor a -exponential distribution when the maximum likelihood estimation
method is adopted; In contrast, both cancelled buy orders of 6 stocks and
cancelled sell orders of 3 stocks prefer Weibull distribution when the
nonlinear least-square estimation is used. Applying detrended fluctuation
analysis (DFA), centered detrending moving average (CDMA) and multifractal
detrended fluctuation analysis (MF-DFA) methods, we unveil that the
inter-cancellation duration time series process long memory and multifractal
nature for both buy and sell cancellations of all the stocks. Our findings show
that order cancellation processes exhibit long-range correlated bursty
behaviors and are thus not Poissonian.Comment: 14 pages, 7 figures and 5 table
Nonexistence of reflexive ideals in Iwasawa algebras of Chevalley type
Let be a root system and let \Phi(\Zp) be the standard Chevalley
\Zp-Lie algebra associated to . For any integer , let be
the uniform pro- group corresponding to the powerful Lie algebra p^t
\Phi(\Zp) and suppose that . Then the Iwasawa algebra has
no nontrivial reflexive two-sided ideals. This was previously proved by the
authors for the root system .Comment: Minor changes made, mostly due to helpful comments from the refere
On the Construction of Radio Environment Maps for Cognitive Radio Networks
The Radio Environment Map (REM) provides an effective approach to Dynamic
Spectrum Access (DSA) in Cognitive Radio Networks (CRNs). Previous results on
REM construction show that there exists a tradeoff between the number of
measurements (sensors) and REM accuracy. In this paper, we analyze this
tradeoff and determine that the REM error is a decreasing and convex function
of the number of measurements (sensors). The concept of geographic entropy is
introduced to quantify this relationship. And the influence of sensor
deployment on REM accuracy is examined using information theory techniques. The
results obtained in this paper are applicable not only for the REM, but also
for wireless sensor network deployment.Comment: 6 pages, 7 figures, IEEE WCNC conferenc
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