Monitoring such health parameters as cardiac rate (CR), respiration rate (RR), blood pressure (BP), degree of oxygen in blood (SpO2), body temperature and other requires careful approach to design and development of m...
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In a single-stage grid-tied PV system, the Voltage Source Inverter (VSI) performs the task of MPPT along with delivery of high quality power to the grid. However, the presence of non-linear loads gives rise to Power Q...
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In this paper, we propose a general approach for explicit a posteriori error representation for convex minimization problems using basic convex duality relations. Exploiting discrete orthogonality relations in the spa...
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Using knowledge distillation to compress pre-trained models such as Bert has proven to be highly effective in text classification tasks. However, the overhead of tuning parameters manually still hinders their applicat...
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In the traditional LMS adaptive algorithm, not only is the step factor a fixed value, but there is also an irreconcilable conflict between the convergence speed and the steady-state error. Although fractional-order LM...
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In order to solve the problem that the parameters of the regulator and the actual parameters do not match due to the time-varying motor parameters in the operation of PMSM, this paper adopts a robust adaptive control ...
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This paper presents a cost-effective adaptive feedback Active Noise Control (FANC) method for controlling functional Magnetic Resonance Imaging (fMRI) acoustic noise by decomposing it into dominant periodic components...
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This paper presents a cost-effective adaptive feedback Active Noise Control (FANC) method for controlling functional Magnetic Resonance Imaging (fMRI) acoustic noise by decomposing it into dominant periodic components and residual random components. Periodicity of fMRI acoustic noise is exploited by using linear prediction (LP) filtering to achieve signal decomposition. A hybrid combination of adaptive filters-Recursive Least Squares (RLS) and Normalized Least Mean Squares (NLMS) are then used to effectively control each component separately. Performance of the proposed FANC system is analyzed and Noise attenuation levels (NAL) up to 32.27dB obtained by simulation are presented which confirm the effectiveness of the proposed FANC method.
We study local filters for the Lipschitz property of real-valued functions f: V → [0, r], where the Lipschitz property is defined with respect to an arbitrary undirected graph G = (V, E). We give nearly optimal local...
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We study local filters for the Lipschitz property of real-valued functions f: V → [0, r], where the Lipschitz property is defined with respect to an arbitrary undirected graph G = (V, E). We give nearly optimal local Lipschitz filters both with respect to 1-distance and 0-distance. Previous work only considered unbounded-range functions over [n]d. Jha and Raskhodnikova (SICOMP ‘13) gave an algorithm for such functions with lookup complexity exponential in d, which Awasthi et al. (ACM Trans. Comput. Theory) showed was necessary in this setting. We demonstrate that important applications of local Lipschitz filters can be accomplished with filters for functions whose range is bounded in [0, r]. For functions f: [n]d → [0, r], we achieve running time (dr log n)O(log r) for the 1-respecting filter and dO(r) polylog n for the 0-respecting filter, thus circumventing the lower bound. Our local filters provide a novel Lipschitz extension that can be implemented locally. Furthermore, we show that our algorithms are nearly optimal in terms of the dependence on r for the domain {0, 1}d, an important special case of the domain [n]d. In addition, our lower bound resolves an open question of Awasthi et al., removing one of the conditions necessary for their lower bound for general range. We prove our lower bound via a reduction from distribution-free Lipschitz testing and a new technique for proving hardness for adaptive algorithms. Finally, we provide two applications of our local filters to real-valued functions, with no restrictions on the range. In the first application, we use them in conjunction with the Laplace mechanism for differential privacy and noisy binary search to provide mechanisms for privately releasing outputs of black-box functions, even in the presence of malicious clients. In particular, our differentially private mechanism for arbitrary real-valued functions runs in time 2polylogmin(r,nd) and, for honest clients, has accuracy comparable to the Laplace mechan
In view of the problems of the current fixed threshold algorithm, which is prone to clustering effect caused by uneven distribution of ambient light, unable to distinguish the foreground and background of the image, a...
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ISBN:
(数字)9798350306545
ISBN:
(纸本)9798350306552
In view of the problems of the current fixed threshold algorithm, which is prone to clustering effect caused by uneven distribution of ambient light, unable to distinguish the foreground and background of the image, and unable to extract a large number of feature points, this paper adopts the innovative design of accelerating algorithm processing of verilog HDL hardware circuit platform. The innovation of the algorithm lies in using the average value of local extreme points and the texture feature of the whole image to adapt to the changes of complex environment in real time. The experimental results show that after the image is processed by the local adaptive image algorithm, the feature point information of the target contour can still be well extracted when the image is interfered by the uneven distribution of light. The similarity fitting of the feature point of the contour can reach 86%, which is improved compared with the fixed threshold of 73%. There are no obvious breakpoints, voids, white noise and other problems, and a relatively complete image is displayed. At the same time, the image target can be easily recognized when the background and foreground colors are switched.
Privacy breaches are one of the biggest concerns on Online Social Networks (OSNs), especially with an introduction of automated attacks by socialbots, which can automatically extract victims' private content by ex...
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Privacy breaches are one of the biggest concerns on Online Social Networks (OSNs), especially with an introduction of automated attacks by socialbots, which can automatically extract victims' private content by exploiting social behavior to befriend them. The key insight of this attack is that by intelligently sending friend requests to a small subset of users, called the Critical Friending Set (CFS), such a bot can evade current defense mechanisms. We study the vulnerability of OSNs to socialbot attacks. Specifically, we introduce a new optimization problem, Min-Friending, which identifies a minimum CFS to friend in order to obtain at least Q benefit, which quantifies the amount of private information the bot obtains. The two main challenges of this problem are how to cope with incomplete knowledge of network topology and how to model users' responses to friend requests. In this paper, we show that Min-Friending is inapproximable within a factor of (1 - o(1) lnQ and present an adaptive approximation algorithm using adaptive stochastic optimization. The key feature of our solution lies in the adaptive method, where partial network topology is revealed after each successful friend request. Thus the decision of whom to send a friend request to next is made with the outcomes of past decisions taken into account. Traditional tools break down when attempting to place a bound on the performance of this technique with realistic user models. Therefore, we additionally introduce a novel curvature-based technique to construct an approximation ratio of lnQ for a model of user behavior learned from empirical measurements on Facebook.
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