In this paper,we provide some gentle introductions to the recent advance in augmented Lagrangian methods for solving large-scale convex matrix optimization problems(cMOP).Specifically,we reviewed two types of sufficie...
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In this paper,we provide some gentle introductions to the recent advance in augmented Lagrangian methods for solving large-scale convex matrix optimization problems(cMOP).Specifically,we reviewed two types of sufficient conditions for ensuring the quadratic growth conditions of a class of constrained convex matrix optimization problems regularized by nonsmooth spectral *** a mild quadratic growth condition on the dual of cMOP,we further discussed the R-superlinear convergence of the Karush-Kuhn-Tucker(KKT)residuals of the sequence generated by the augmented Lagrangian methods(ALM)for solving convex matrix optimization *** details of the ALM for solving core convex matrix optimization problems are also provided.
Since its introduction some 60 years ago, the Montroll-Weiss continuous time random walk has found numerous applications due its ease of use and ability to describe both regular and anomalous diffusion. Yet, despite i...
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Since its introduction some 60 years ago, the Montroll-Weiss continuous time random walk has found numerous applications due its ease of use and ability to describe both regular and anomalous diffusion. Yet, despite its broad applicability and generality, the model cannot account for effects coming from random diffusivity fluctuations, which have been observed in the motion of asset prices and molecules. To bridge this gap, we introduce a doubly stochastic version of the model in which waiting times between jumps are replaced with a fluctuating jump rate. We show that this newly added layer of randomness gives rise to a rich phenomenology while keeping the model fully tractable, allowing us to explore general properties and illustrate them with examples. In particular, we show that the model presented herein provides an alternative pathway to Brownian yet non-Gaussian diffusion, which has been observed and explained via diffusing diffusivity approaches.
As a new network paradigm, software-defined networking (SDN) technology has been increasingly adopted. Unfortunately, SDN-enabled networks are more prone to threats from DDoS attacks than traditional networks due to t...
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As a new network paradigm, software-defined networking (SDN) technology has been increasingly adopted. Unfortunately, SDN-enabled networks are more prone to threats from DDoS attacks than traditional networks due to the nature of centralized management. We propose an integrated defense framework to detect and mitigate various types of DDoS attacks in SDN-enabled networks. The proposed framework deploys two technical modules in the control plane of SDN for defending against high-rate and low-rate DDoS attacks, respectively. The former module consists of three components, which watch out for suspicious traffic, detect attacks using ensemble learning, and intercept malicious packets, respectively. The latter module is designed specifically to defend against the Slow Ternary Content Addressable Memory (TCAM) exhaustion attack (Slow-TCAM) using a new Alleviative Threat for TCAM (ATFT) algorithm. The proposed framework is implemented and tested in simulated networks using Mininet and further evaluated on the CICDDoS2019 dataset. Experimental results illustrate the superior performance of the proposed framework in defending against different types of DDoS attacks in comparison with other state-of-the-art algorithms.
Cleft lip and palate is a common congenital malformations in fetuses, and early diagnosis is crucial for reducing the physical and psychological impact on pregnant women and their families. Traditional image processin...
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This paper study one challenging issue in incomplete multiview clustering, where valuable complementary information from other views is always ignored. To be specific, we propose a framework that effectively balances ...
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The spaceless accessibility of data has dramatically changed the environments of decision making in the digital age. 'Big data' technically refers to datasets that are not only large, but also diverse & fa...
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In this article we propose a new deep learning approach to approximate operators related to parametric partial differential equations (PDEs). In particular, we introduce a new strategy to design specific artificial ne...
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Enhancement of images plays significant role in certain aspects of sci- entific research. One of the main task is analyzing the abnormal features in retinal fundus image for detection of diabetic retinopathy. However,...
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Electric double layer(EDL)is a critical topic in electrochemistry and largely determines the working performance of lithium ***,atomic insights into the EDL structures on heteroatom-modified graphite anodes and EDL ev...
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Electric double layer(EDL)is a critical topic in electrochemistry and largely determines the working performance of lithium ***,atomic insights into the EDL structures on heteroatom-modified graphite anodes and EDL evolution with electrode potential are very ***,a constant-potential molecular dynamics(CPMD)method is proposed to probe the EDL structure under working conditions,taking N-doped graphite electrodes and carbonate electrolytes as an *** interface model was developed,incorporating the electrode potential and atom *** a result,an insightful atomic scenario for the EDL structure under varied electrode potentials has been established,which unveils the important role of doping sites in regulating both the EDL structures and the following electrochemical reactions at the atomic ***,the negatively charged N atoms repel the anions and adsorb Li~+at high and low potentials,*** preferential adsorption suggests that Ndoped graphite can promote Li~+desolvation and regulate the location of Li~+*** CPMD method not only unveils the mysterious function of N-doping from the viewpoint of EDL at the atomic level but also applies to probe the interfacial structure on other complicated electrodes.
In linear distance metric learning, we are given data in one Euclidean metric space and the goal is to find an appropriate linear map to another Euclidean metric space which respects certain distance conditions as muc...
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