A new iterative procedure for the design of linear aperiodic arrays is introduced which permits exploiting, in a combined way, both the positions and the excitation amplitudes of the array elements obtaining a pattern...
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ISBN:
(纸本)9781424451272
A new iterative procedure for the design of linear aperiodic arrays is introduced which permits exploiting, in a combined way, both the positions and the excitation amplitudes of the array elements obtaining a pattern which optimally fits, in terms of a weighted L2 norm, the pattern of a reference linear continuous aperture. Interesting radiative properties and some advantages for the realization of active arrays will be presented as well.
The deployment of small-cell access points (SCAs) is widely acknowledged as a promising network densification way to satisfy the future capacity needs of 5G wireless cellular network. In this paper, we study the power...
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ISBN:
(纸本)9781467376884
The deployment of small-cell access points (SCAs) is widely acknowledged as a promising network densification way to satisfy the future capacity needs of 5G wireless cellular network. In this paper, we study the power allocation problem in heterogeneous downlink network while satisfying QoS constraints and power constraints simultaneously. The scheme is formulated as maximizing the system energy efficiency and then transformed into a tractable convex optimization problem. Utilizing multiflow RZF beamforming to reduce complexity, an iterative algorithm is proposed with provable convergence. Numerical results compare the proposed algorithm in different simulation parameters and show that increasing the number of SCAs, the antennas per SCA and users could enhance the total system energy efficiency.
This paper considers reset control systems with output *** present sufficient conditions for the quadratic stability and finite L2 gain ***,the results are extended to piecewise quadratic stability which is much less ...
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ISBN:
(纸本)9781479947249
This paper considers reset control systems with output *** present sufficient conditions for the quadratic stability and finite L2 gain ***,the results are extended to piecewise quadratic stability which is much less ***,an iterative algorithm is proposed to design the reset *** the obtained results are given as linear matrix inequalities(LMIs) that can be solved *** examples are given to illustrate the results.
The paper developed a block-wise approach for ICA algorithms which can improve the computational efficiency of ICA without the degradation of performance for the separation of biomedical signals. Source signals includ...
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The paper developed a block-wise approach for ICA algorithms which can improve the computational efficiency of ICA without the degradation of performance for the separation of biomedical signals. Source signals including electrocardiogram (ECG), electromyogram (EMG) and 60-Hz sinusoid are linearly mixed for experimental tests. The mean-square errors (MSE) between the original sources and the separated signals are calculated for the evaluation of separation performance. These results demonstrated that the proposed block-wise approach can achieve the desired separation performance of signals in a more efficient way.
In order to solve the problem that the stepping motor in the manipulator is frequently stopped and the conventional index algorithm can not make full use of the output torque under the high speed heavy load,the two-st...
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ISBN:
(纸本)9781510842915
In order to solve the problem that the stepping motor in the manipulator is frequently stopped and the conventional index algorithm can not make full use of the output torque under the high speed heavy load,the two-stage exponential acceleration algorithm for stepper motor is *** on the critical load curve, the two-stage exponential type and the conventional exponential acceleration scheme are analyzed and compared, which proves that the former has better *** critical load curve fitting is carried out by Matlab software, and the best point are selected by w-t equation. The two-stage exponential acceleration iterative algorithm is designed to reduce the dispersion of the speed-increasing process and improve the smoothness of the stepping motor acceleration ***, the experimental results show that the motor speed curve under the two-stage exponential control is in accordance with the theoretical curve, and the feasibility of the method is proved.
By using the iterative learning projection algorithm with dead-zone for training time-varying weights, a time-varying neural networks (TVNNs) based indirect adaptive iterative learning control (I-AILC) scheme is prese...
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By using the iterative learning projection algorithm with dead-zone for training time-varying weights, a time-varying neural networks (TVNNs) based indirect adaptive iterative learning control (I-AILC) scheme is presented for a class of uncertain discrete-time varying nonlinear systems with unknown control gain sign. The control singularity has been overcome through a modification of the control gain estimation which can be bounded away from zero. The proposed TVNNs-based I-AILC doesn't require the strict initial resetting condition and the reference trajectory can vary along the iteration axis. Theoretical analysis proves the boundedness of all signals of the closed-loop system and convergence of the tracking error to a bounded region. The numerical results presented verify effectiveness of the proposed method.
The National Basketball Association, also known as the NBA, is a professional basketball league composed of 30 professional teams in North America and one of the four major professional sports leagues in the United St...
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The National Basketball Association, also known as the NBA, is a professional basketball league composed of 30 professional teams in North America and one of the four major professional sports leagues in the United States. This research delves into predicting winning percentages in NBA games using a data-driven approach. It utilizes three years' worth of comprehensive game data from 30 NBA teams(2014-2016), including actual outcomes and expert predictions. The study aims to acquire valuable teamwork and data research skills while contributing to sports analytics. Data preparation involves cleaning and selecting recent seasons for model training. The prediction model utilizes an iterative algorithm to estimate team strength coefficients based on game results. Though the model shows promise, its accuracy falls slightly short compared to bookies' predictions. The research provides valuable insights for predicting NBA game outcomes and suggests avenues for improving the model's accuracy through additional variables
A robust iterative learning control algorithm is proposed based on T-S model for a kind of nonlinear time-delay systems with repetitive actions. Firstly, the proposed algorithm uses fuzzy T-S model to build the model ...
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A robust iterative learning control algorithm is proposed based on T-S model for a kind of nonlinear time-delay systems with repetitive actions. Firstly, the proposed algorithm uses fuzzy T-S model to build the model for nonlinear time-delay system, secondly, the global fuzzy system model could be described as the form of uncertain systems, finally, the robust iterative learning controller is designed through resolving Riccati equation. The sufficient and essential condition of the algorithm is deduced based on Lyapunov theories for nonlinear time-delay system.
Numerical optimization is a classical field in operation research and computer science, which has been widely used in the areas such as physics and economics. Although, optimization algorithms have achieved great succ...
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Numerical optimization is a classical field in operation research and computer science, which has been widely used in the areas such as physics and economics. Although, optimization algorithms have achieved great success for plenty of applications, handling the big data in the best fashion possible is a very inspiring and demanding challenge in the artificial intelligence era. Stochastic gradient descent(SGD) is pretty simple but surprisingly, highly effective in machine learning models, such as support vector machine(SVM) and deep neural network(DNN). Theoretically, the performance of SGD for convex optimization is well understood. But, for the non-convex setting, which is very common for the machine learning problems, to obtain the theoretical guarantee for SGD and its variants is still a standing problem. In the paper, we do a survey about the SGD and its variants such as Momentum, ADAM and SVRG, differentiate their algorithms and applications and present some recent breakthrough and open problems.
Analytic algorithms and iterative algorithms are two main computed tomography(CT) image reconstruction ***,total variation(TV) minimization algorithm is a classical iterative *** TV minimization algorithm is an image ...
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Analytic algorithms and iterative algorithms are two main computed tomography(CT) image reconstruction ***,total variation(TV) minimization algorithm is a classical iterative *** TV minimization algorithm is an image reconstruction algorithm based on compressed sensing,which can accurately reconstruct images from sparse data or highly noisy ***,the traditional TV minimization algorithm often incurs over-smoothness at structure's edges if the reconstructed image has an obvious piecewise constant ***,it may lead to block artifacts for grayscale fluctuation ***,this paper proposed an adaptive-weighted high order total variation(AWHOTV) algorithm based on Chambolle-Pock(CP) algorithm *** constructed the second order TV-norm using the second order gradient,adopted anisotropic edge property between neighboring image pixels,adaptively adjusted local image-intensity gradient to keep edge information,and designed CP solving *** evaluate performance of AWHOTV,we utilized simulation and real data to reconstruct images and conduct qualitative and quantitative analysis under ideal data projection and noisy data *** results show that relative to the traditional TV algorithm,AWHOTV can effectively suppress the block artifacts and has good edge protection *** is a better reconstruction algorithm for images with obvious grayscale fluctuation features,which also can be extended to other imaging modalities.
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