A typical VLSI design flow is divided into separated front-end logic synthesis and back-end physical design (PD) stages, which often require costly iterations between these stages to achieve design closure. Existing a...
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Mobile prices play a pivotal role in determining their popularity amongst consumers and their competitive standing within the market. As customers consider their budget while evaluating a mobile phone's specificat...
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Today, there is a lot of digital image material on the Internet. As the need for better image search tools grows, new waysmust be found to solve the problem of telling the difference betweenquestion pictures and recei...
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In a number of industries, including banking, cybersecurity, healthcare, and others, risk assessment is an essential procedure. By automating data analysis, seeing trends, and offering insights that might help organis...
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This innovative practice full paper introduces the design, organization, and evaluation of two one-week summer camps to introduce multi-disciplinary engineering technology and programming to high school students. This...
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Speech Emotion Recognition (SER) has been essential to Human-computer Interaction (HCI) and other complex speech processing systems over the past decade. Due to the emotive differences between different speakers, SER ...
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The aim of this paper is to address the challenge of gradual domain adaptation within a class of manifold-constrained data distributions. In particular, we consider a sequence of T ≥ 2 data distributions P1, ..., PT ...
In this paper, we study a class of non-smooth non-convex problems in the form of minx [maxy∈y ϕ(x, y) — maxz∈z ψ(x, z)], where both Φ(x) = maxy∈y ϕ(x, y) and Ψ(x) = maxz∈Ƶ ψ(x, z) are weakly convex functions,...
ISBN:
(纸本)9798331314385
In this paper, we study a class of non-smooth non-convex problems in the form of minx [maxy∈y ϕ(x, y) — maxz∈z ψ(x, z)], where both Φ(x) = maxy∈y ϕ(x, y) and Ψ(x) = maxz∈Ƶ ψ(x, z) are weakly convex functions, and ϕ(x, y), ψ(x, z) are strongly concave functions in terms of y and z, respectively. It covers two families of problems that have been studied but are missing single-loop stochastic algorithms, i.e., difference of weakly convex functions and weakly convex strongly-concave min-max problems. We propose a stochastic Moreau envelope approximate gradient method dubbed SMAG, the first single-loop algorithm for solving these problems, and provide a state-of-the-art non-asymptotic convergence rate. The key idea of the design is to compute an approximate gradient of the Moreau envelopes of Φ, Ψ using only one step of stochastic gradient update of the primal and dual variables. Empirically, we conduct experiments on positive-unlabeled (PU) learning and partial area under ROC curve (pAUC) optimization with an adversarial fairness regularizer to validate the effectiveness of our proposed algorithms.
The importance of text classification algorithms has increased due to the growing availability of large-scale data. This has led to a greater demand for efficient classification techniques and encoding algorithms. Wor...
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Process discovery represents a high percentage of the time demanded along the business process management lifecycle. Texts in natural language, or process descriptions, can be explored as a critical information source...
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