During the last few years, neural machine translation (NMT) as a notable branch of machine translation has been increasing its popularity both in research and in practice. In particular, neural machine translation bet...
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ISBN:
(纸本)9781665470544
During the last few years, neural machine translation (NMT) as a notable branch of machine translation has been increasing its popularity both in research and in practice. In particular, neural machine translation between English and Chinese, which are two of the most widely used languages all over the world, is receiving more and more attention. In this review, we discuss current mainstream models for neural machine translation, including recurrent neural network (RNN), convolution neural network (CNN), and self-attention network (SAN) or transformer. The mechanisms of these models are illustrated. Moreover, examples of studies and applications of them are analyzed. In addition, comparisons on the performance of different models are implemented.
The P1–nonconforming quadrilateral finite element space with periodic boundary condition is investigated. The dimension and basis for the space are characterized with the concept of minimally essential discrete bound...
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When implementing Markov Chain Monte Carlo (MCMC) algorithms, perturbation caused by numerical errors is sometimes inevitable. This paper studies how perturbation of MCMC affects the convergence speed and Monte Carlo ...
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Organizing music activities for the elderly is another way that supports their well-being. Angklung, an Indonesian musical instrument, has been used for music activities for the elderly in Thailand with the hand signs...
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Models for the observational appearance of astrophysical black holes rely critically on accurate general-relativistic ray tracing and radiation transport to compute the intensity measured by a distant observer. In thi...
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Models for the observational appearance of astrophysical black holes rely critically on accurate general-relativistic ray tracing and radiation transport to compute the intensity measured by a distant observer. In this paper, we illustrate how the choice of coordinates and initial conditions affect this process. In particular, we show that propagating rays from the camera to the source leads to different solutions if the spatial part of the momentum of the photon points towards the horizon or away from it. In doing this, we also show that coordinates that are well suited for numerical general-relativistic magnetohydrodynamic (GRMHD) simulations are typically not optimal for generic ray tracing. We discuss the implications for black hole images and show that radiation transport in optimal and nonoptimal spacetime coordinates lead to the same images up to numerical errors and algorithmic choices.
In this paper, we focus on a class of robust vector polynomial optimization problems (RVPOP in short) without any convex assumptions. By combining/improving the utopia point method (a nonlinear scalarization) for vect...
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Data-driven approaches achieve remarkable results for the modeling of complex dynamics based on collected data. However, these models often neglect basic physical principles which determine the behavior of any real-wo...
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This paper introduces a traffic evacuation model for railway disruptions to improve resilience. The research focuses on the problem of failure of several nodes or lines on the railway network topology. We proposed a h...
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This paper derives new rates of convergence for observers for a class of uncertain systems governed by non-linear ODEs. We assume that the generally nonlinear function appearing in the ODEs that represents the unknown...
This paper derives new rates of convergence for observers for a class of uncertain systems governed by non-linear ODEs. We assume that the generally nonlinear function appearing in the ODEs that represents the unknown dynamics is an element of a vector-valued reproducing kernel Hilbert space ℍ (RKHS) that is induced by an operator-valued kernel. The vector-valued RKHS embedding method described in the paper yields a nonparametric adaptive estimator that takes the form of distributed parameter system (DPS). The original ODEs in ℝ d are thus embedded in a product space ℝ d × ℍ in which state and functional uncertainty estimates evolve. We first discuss the well-posedness of the DPS formulation, and subsequently describe an approximation scheme in finitedimensional subspaces based on certain types of history dependent bases. We derive sufficient conditions that ensure the consistency of the finite-dimensional approximation scheme, and further derive rates of convergence in some particular cases when the samples that define the scattered bases are dense in some sufficiently regular and invariant subset of the observation space. A numerical example is given to illustrate the qualitative behavior of implementations of the theoretical results derived in the paper.
Objective. Assessing signal quality is crucial for biomedical signal processing, yet a precise mathematical model for defining signal quality is often lacking, posing challenges for experts in labeling signal qualitie...
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