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Metis: Understanding and Enhancing In-Network Regular Expressions

Neural Information Processing Systems

However, REs purely rely on expert knowledge and cannot utilize labeled data for better accuracy. Today, neural networks (NNs) have shown superior accuracy and flexibility, thanks to their ability to learn from rich labeled data. Nevertheless, NNs are often incompetent in cold-start scenarios and too complex for deployment on network devices. In this paper, we propose Metis, a general framework that converts REs to network device affordable models for superior accuracy and throughput by taking advantage of REs' expert knowledge and NNs' learning ability. In Metis, we convert REs to byte-level recurrent neural networks (BRNNs) without training.




Utilizing a Novel Deep Learning Method for Scene Categorization in Remote Sensing Data

arXiv.org Artificial Intelligence

Scene categorization (SC) in remotely acquired images is an important subject with broad consequences in different fields, including catastrophe control, ecological observation, architecture for cities, and more. Nevertheless, its several apps, reaching a high degree of accuracy in SC from distant observation data has demonstrated to be difficult. This is because traditional conventional deep learning models require large databases with high variety and high levels of noise to capture impor tant visual featu res. To address these problems, this investigation file introduces an innovative technique referred to as the Cuttlefish Optimized Bidirectional Recurrent Neural Network (CO - BRNN) for type of scenes in remote sensing data. The investigation compares the execution of CO - BRNN with current techniques, including Multilayer Perceptron - Convolutional Neural Network (MLP - CNN), Convolutional Neural Network - Long Short Term Memory ( CNN - LSTM), and Long Short Term Memory - Conditional Random Field (LSTM - CRF), Graph - Based (GB), Multilabel Image Retrieval Model (MIRM - CF), Convolutional Neural Networks Data Augmentation (CNN - DA). The results demonstrate that CO - BRNN attained the maximum accuracy of 97%, followed by LSTM - CRF with 90%, MLP - CNN with 85%, and CNN - LSTM with 80%. The study highlights the significance of physical confirmation to ensure the efficiency of satellite data.


Export Reviews, Discussions, Author Feedback and Meta-Reviews

Neural Information Processing Systems

Summary: The paper proposes a modification of the traditional bidirectional RNN, which predicts output at time t from forward hidden state t-1 and backward hidden state t 1, without getting information from x_t. This allows training the network to map directly from inputs X to outputs Y. The authors test the capability of this architecture to compute the likelihood of completed gaps in sequences, using GSN and NADE - the results are compared to "Bayesian MCMC" inference in standard RNNs. The paper shows that for longer gaps, GSN using the specified BRNN architecture is computationally cheaper and competitive in quality with RNNs and NADE is inferior in quality to GSN. Quality and Clarity The models and the inference, which was used to compute the NLL scores, are both clearly described.


Metis: Understanding and Enhancing In-Network Regular Expressions

Neural Information Processing Systems

However, REs purely rely on expert knowledge and cannot utilize labeled data for better accuracy. Today, neural networks (NNs) have shown superior accuracy and flexibility, thanks to their ability to learn from rich labeled data. Nevertheless, NNs are often incompetent in cold-start scenarios and too complex for deployment on network devices. In this paper, we propose Metis, a general framework that converts REs to network device affordable models for superior accuracy and throughput by taking advantage of REs' expert knowledge and NNs' learning ability. In Metis, we convert REs to byte-level recurrent neural networks (BRNNs) without training.


Music Emotion Prediction Using Recurrent Neural Networks

arXiv.org Artificial Intelligence

This study explores the application of recurrent neural networks to recognize emotions conveyed in music, aiming to enhance music recommendation systems and support therapeutic interventions by tailoring music to fit listeners' emotional states. We utilize Russell's Emotion Quadrant to categorize music into four distinct emotional regions and develop models capable of accurately predicting these categories. Our approach involves extracting a comprehensive set of audio features using Librosa and applying various recurrent neural network architectures, including standard RNNs, Bidirectional RNNs, and Long Short-Term Memory (LSTM) networks. Initial experiments are conducted using a dataset of 900 audio clips, labeled according to the emotional quadrants. We compare the performance of our neural network models against a set of baseline classifiers and analyze their effectiveness in capturing the temporal dynamics inherent in musical expression. The results indicate that simpler RNN architectures may perform comparably or even superiorly to more complex models, particularly in smaller datasets. We've also applied the following experiments on larger datasets: one is augmented based on our original dataset, and the other is from other sources. This research not only enhances our understanding of the emotional impact of music but also demonstrates the potential of neural networks in creating more personalized and emotionally resonant music recommendation and therapy systems.


Bidirectional Recurrent Neural Networks as Generative Models

Neural Information Processing Systems

Bidirectional recurrent neural networks (RNN) are trained to predict both in the positive and negative time directions simultaneously. They have not been used commonly in unsupervised tasks, because a probabilistic interpretation of the model has been difficult. Recently, two different frameworks, GSN and NADE, provide a connection between reconstruction and probabilistic modeling, which makes the interpretation possible. As far as we know, neither GSN or NADE have been studied in the context of time series before. As an example of an unsupervised task, we study the problem of filling in gaps in high-dimensional time series with complex dynamics. Although unidirectional RNNs have recently been trained successfully to model such time series, inference in the negative time direction is non-trivial. We propose two probabilistic interpretations of bidirectional RNNs that can be used to reconstruct missing gaps efficiently. Our experiments on text data show that both proposed methods are much more accurate than unidirectional reconstructions, although a bit less accurate than a computationally complex bidirectional Bayesian inference on the unidirectional RNN. We also provide results on music data for which the Bayesian inference is computationally infeasible, demonstrating the scalability of the proposed methods.


Minimal Width for Universal Property of Deep RNN

arXiv.org Artificial Intelligence

A recurrent neural network (RNN) is a widely used deep-learning network for dealing with sequential data. Imitating a dynamical system, an infinite-width RNN can approximate any open dynamical system in a compact domain. In general, deep networks with bounded widths are more effective than wide networks in practice; however, the universal approximation theorem for deep narrow structures has yet to be extensively studied. In this study, we prove the universality of deep narrow RNNs and show that the upper bound of the minimum width for universality can be independent of the length of the data. Specifically, we show that a deep RNN with ReLU activation can approximate any continuous function or $L^p$ function with the widths $d_x+d_y+2$ and $\max\{d_x+1,d_y\}$, respectively, where the target function maps a finite sequence of vectors in $\mathbb{R}^{d_x}$ to a finite sequence of vectors in $\mathbb{R}^{d_y}$. We also compute the additional width required if the activation function is $\tanh$ or more. In addition, we prove the universality of other recurrent networks, such as bidirectional RNNs. Bridging a multi-layer perceptron and an RNN, our theory and proof technique can be an initial step toward further research on deep RNNs.