845 research outputs found
Hybrid beamforming for single carrier mmWave MIMO systems
Hybrid analog and digital beamforming (HBF) has been recognized as an
attractive technique offering a tradeoff between hardware implementation
limitation and system performance for future broadband millimeter wave (mmWave)
communications. In contrast to most current works focusing on the HBF design
for orthogonal frequency division multiplexing based mmWave systems, this paper
investigates the HBF design for single carrier (SC) systems due to the
advantage of low peak-to-average power ratio in transmissions. By applying the
alternating minimization method, we propose an efficient HBF scheme based on
the minimum mean square error criterion. Simulation results show that the
proposed scheme outperforms the conventional HBF scheme for SC systems.Comment: IEEE GlobalSIP2018, Feb. 201
HAVE RATING AGENCIES BECOME MORE CONSERVATIVE? EVIDENCES
Beginning in 2008, rating agencies have loosen their rating criteria of Chinese corporate bond rating. The change in rating standard remains statistically significant after considering the macroeconomic factors. A lack of diversification in ratings and failure to rate through economic cycle are found. As for the factors that have impact on the rating, Bigger size, higher profitability and better solvency help increase the rating for a corporate bound issuer, while higher liquidity, and lower leverage do harm to the credit rating. Such discoveries are consistent with the consitions in US corporate debt market. Our conclusion is robust after multicollinearity test and adding additional macroeconomic explanatory variables
Heisenberg Uniqueness Pairs and the wave equation
Given a curve and a set in the plane, the concept of the
Heisenberg uniqueness pair was first introduced by
Hedenmalm and Motes-Rodr\'{\i}gez (Ann. of Math. 173(2),1507-1527, 2011,
\cite{HM}) as a variant of the uncertainty principle for the Fourier transform.
The main results of Hedenmalm and Motes-Rodr\'{\i}gez concern the hyperbola
() and lattice-crosses
(), where it's proved that
is a Heisenberg uniqueness pair if
and only if .
In this paper, we aim to study the endpoint case (i.e., in
) and investigate the following problem: what's the minimal
amount of information required on (the zero set) to form a Heisenberg
uniqueness pair? When is contained in the union of two curves in the
plane, we give characterizations in terms of some dynamical system conditions.
The situation is quite different in higher dimensions and we obtain
characterizations in the case that is the union of two hyperplanes.Comment: 24 page
An LSTM-Based Predictive Monitoring Method for Data with Time-varying Variability
The recurrent neural network and its variants have shown great success in
processing sequences in recent years. However, this deep neural network has not
aroused much attention in anomaly detection through predictively process
monitoring. Furthermore, the traditional statistic models work on assumptions
and hypothesis tests, while neural network (NN) models do not need that many
assumptions. This flexibility enables NN models to work efficiently on data
with time-varying variability, a common inherent aspect of data in practice.
This paper explores the ability of the recurrent neural network structure to
monitor processes and proposes a control chart based on long short-term memory
(LSTM) prediction intervals for data with time-varying variability. The
simulation studies provide empirical evidence that the proposed model
outperforms other NN-based predictive monitoring methods for mean shift
detection. The proposed method is also applied to time series sensor data,
which confirms that the proposed method is an effective technique for detecting
abnormalities.Comment: 19 pages, 9 figures, 6 table
教育開発の基礎理論に関する批判的研究 : 越境的教育哲学の創出に向けて
内容の要約広島大学(Hiroshima University)博士(教育学)Doctor of Philosophy in Educationdoctora
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