Audio Event Classification Using Deep Learning in an End-To-End Approach
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Malware Classification with BERT
San Jose State University SJSU ScholarWorks Master's Projects Master's Theses and Graduate Research Spring 5-25-2021 Malware Classification with BERT Joel Lawrence Alvares Follow this and additional works at: https://scholarworks.sjsu.edu/etd_projects Part of the Artificial Intelligence and Robotics Commons, and the Information Security Commons Malware Classification with Word Embeddings Generated by BERT and Word2Vec Malware Classification with BERT Presented to Department of Computer Science San José State University In Partial Fulfillment of the Requirements for the Degree By Joel Alvares May 2021 Malware Classification with Word Embeddings Generated by BERT and Word2Vec The Designated Project Committee Approves the Project Titled Malware Classification with BERT by Joel Lawrence Alvares APPROVED FOR THE DEPARTMENT OF COMPUTER SCIENCE San Jose State University May 2021 Prof. Fabio Di Troia Department of Computer Science Prof. William Andreopoulos Department of Computer Science Prof. Katerina Potika Department of Computer Science 1 Malware Classification with Word Embeddings Generated by BERT and Word2Vec ABSTRACT Malware Classification is used to distinguish unique types of malware from each other. This project aims to carry out malware classification using word embeddings which are used in Natural Language Processing (NLP) to identify and evaluate the relationship between words of a sentence. Word embeddings generated by BERT and Word2Vec for malware samples to carry out multi-class classification. BERT is a transformer based pre- trained natural language processing (NLP) model which can be used for a wide range of tasks such as question answering, paraphrase generation and next sentence prediction. However, the attention mechanism of a pre-trained BERT model can also be used in malware classification by capturing information about relation between each opcode and every other opcode belonging to a malware family. -
Fun with Hyperplanes: Perceptrons, Svms, and Friends
Perceptrons, SVMs, and Friends: Some Discriminative Models for Classification Parallel to AIMA 18.1, 18.2, 18.6.3, 18.9 The Automatic Classification Problem Assign object/event or sequence of objects/events to one of a given finite set of categories. • Fraud detection for credit card transactions, telephone calls, etc. • Worm detection in network packets • Spam filtering in email • Recommending articles, books, movies, music • Medical diagnosis • Speech recognition • OCR of handwritten letters • Recognition of specific astronomical images • Recognition of specific DNA sequences • Financial investment Machine Learning methods provide one set of approaches to this problem CIS 391 - Intro to AI 2 Universal Machine Learning Diagram Feature Things to Magic Vector Classification be Classifier Represent- Decision classified Box ation CIS 391 - Intro to AI 3 Example: handwritten digit recognition Machine learning algorithms that Automatically cluster these images Use a training set of labeled images to learn to classify new images Discover how to account for variability in writing style CIS 391 - Intro to AI 4 A machine learning algorithm development pipeline: minimization Problem statement Given training vectors x1,…,xN and targets t1,…,tN, find… Mathematical description of a cost function Mathematical description of how to minimize/maximize the cost function Implementation r(i,k) = s(i,k) – maxj{s(i,j)+a(i,j)} … CIS 391 - Intro to AI 5 Universal Machine Learning Diagram Today: Perceptron, SVM and Friends Feature Things to Magic Vector -
ML-Based Interactive Data Visualization System for Diversity and Fairness Issues 1
Jusub Kim : ML-based Interactive Data Visualization System for Diversity and Fairness Issues 1 https://doi.org/10.5392/IJoC.2019.15.4.001 ML-based Interactive Data Visualization System for Diversity and Fairness Issues Sey Min Department of Art & Technology Sogang University, Seoul, Republic of Korea Jusub Kim Department of Art & Technology Sogang University, Seoul, Republic of Korea ABSTRACT As the recent developments of artificial intelligence, particularly machine-learning, impact every aspect of society, they are also increasingly influencing creative fields manifested as new artistic tools and inspirational sources. However, as more artists integrate the technology into their creative works, the issues of diversity and fairness are also emerging in the AI-based creative practice. The data dependency of machine-learning algorithms can amplify the social injustice existing in the real world. In this paper, we present an interactive visualization system for raising the awareness of the diversity and fairness issues. Rather than resorting to education, campaign, or laws on those issues, we have developed a web & ML-based interactive data visualization system. By providing the interactive visual experience on the issues in interesting ways as the form of web content which anyone can access from anywhere, we strive to raise the public awareness of the issues and alleviate the important ethical problems. In this paper, we present the process of developing the ML-based interactive visualization system and discuss the results of this project. The proposed approach can be applied to other areas requiring attention to the issues. Key words: AI Art, Machine Learning, Data Visualization, Diversity, Fairness, Inclusiveness. -
Introduction to Machine Learning
Introduction to Machine Learning Perceptron Barnabás Póczos Contents History of Artificial Neural Networks Definitions: Perceptron, Multi-Layer Perceptron Perceptron algorithm 2 Short History of Artificial Neural Networks 3 Short History Progression (1943-1960) • First mathematical model of neurons ▪ Pitts & McCulloch (1943) • Beginning of artificial neural networks • Perceptron, Rosenblatt (1958) ▪ A single neuron for classification ▪ Perceptron learning rule ▪ Perceptron convergence theorem Degression (1960-1980) • Perceptron can’t even learn the XOR function • We don’t know how to train MLP • 1963 Backpropagation… but not much attention… Bryson, A.E.; W.F. Denham; S.E. Dreyfus. Optimal programming problems with inequality constraints. I: Necessary conditions for extremal solutions. AIAA J. 1, 11 (1963) 2544-2550 4 Short History Progression (1980-) • 1986 Backpropagation reinvented: ▪ Rumelhart, Hinton, Williams: Learning representations by back-propagating errors. Nature, 323, 533—536, 1986 • Successful applications: ▪ Character recognition, autonomous cars,… • Open questions: Overfitting? Network structure? Neuron number? Layer number? Bad local minimum points? When to stop training? • Hopfield nets (1982), Boltzmann machines,… 5 Short History Degression (1993-) • SVM: Vapnik and his co-workers developed the Support Vector Machine (1993). It is a shallow architecture. • SVM and Graphical models almost kill the ANN research. • Training deeper networks consistently yields poor results. • Exception: deep convolutional neural networks, Yann LeCun 1998. (discriminative model) 6 Short History Progression (2006-) Deep Belief Networks (DBN) • Hinton, G. E, Osindero, S., and Teh, Y. W. (2006). A fast learning algorithm for deep belief nets. Neural Computation, 18:1527-1554. • Generative graphical model • Based on restrictive Boltzmann machines • Can be trained efficiently Deep Autoencoder based networks Bengio, Y., Lamblin, P., Popovici, P., Larochelle, H. -
Building Intelligent Systems with Large Scale Deep Learning Jeff Dean Google Brain Team G.Co/Brain
Building Intelligent Systems with Large Scale Deep Learning Jeff Dean Google Brain team g.co/brain Presenting the work of many people at Google Google Brain Team Mission: Make Machines Intelligent. Improve People’s Lives. How do we do this? ● Conduct long-term research (>200 papers, see g.co/brain & g.co/brain/papers) ○ Unsupervised learning of cats, Inception, word2vec, seq2seq, DeepDream, image captioning, neural translation, Magenta, ML for robotics control, healthcare, … ● Build and open-source systems like TensorFlow (see tensorflow.org and https://github.com/tensorflow/tensorflow) ● Collaborate with others at Google and Alphabet to get our work into the hands of billions of people (e.g., RankBrain for Google Search, GMail Smart Reply, Google Photos, Google speech recognition, Google Translate, Waymo, …) ● Train new researchers through internships and the Google Brain Residency program Main Research Areas ● General Machine Learning Algorithms and Techniques ● Computer Systems for Machine Learning ● Natural Language Understanding ● Perception ● Healthcare ● Robotics ● Music and Art Generation Main Research Areas ● General Machine Learning Algorithms and Techniques ● Computer Systems for Machine Learning ● Natural Language Understanding ● Perception ● Healthcare ● Robotics ● Music and Art Generation research.googleblog.com/2017/01 /the-google-brain-team-looking-ba ck-on.html 1980s and 1990s Accuracy neural networks other approaches Scale (data size, model size) 1980s and 1990s more Accuracy compute neural networks other approaches Scale -
4 Nonlinear Regression and Multilayer Perceptron
4 Nonlinear Regression and Multilayer Perceptron In nonlinear regression the output variable y is no longer a linear function of the regression parameters plus additive noise. This means that estimation of the parameters is harder. It does not reduce to minimizing a convex energy functions { unlike the methods we described earlier. The perceptron is an analogy to the neural networks in the brain (over-simplified). It Pd receives a set of inputs y = j=1 !jxj + !0, see Figure (3). Figure 3: Idealized neuron implementing a perceptron. It has a threshold function which can be hard or soft. The hard one is ζ(a) = 1; if a > 0, ζ(a) = 0; otherwise. The soft one is y = σ(~!T ~x) = 1=(1 + e~!T ~x), where σ(·) is the sigmoid function. There are a variety of different algorithms to train a perceptron from labeled examples. Example: The quadratic error: t t 1 t t 2 E(~!j~x ; y ) = 2 (y − ~! · ~x ) ; for which the update rule is ∆!t = −∆ @E = +∆(yt~! · ~xt)~xt. Introducing the sigmoid j @!j function rt = sigmoid(~!T ~xt), we have t t P t t t t E(~!j~x ; y ) = − i ri log yi + (1 − ri) log(1 − yi ) , and the update rule is t t t t ∆!j = −η(r − y )xj, where η is the learning factor. I.e, the update rule is the learning factor × (desired output { actual output)× input. 10 4.1 Multilayer Perceptrons Multilayer perceptrons were developed to address the limitations of perceptrons (introduced in subsection 2.1) { i.e. -
4 Perceptron Learning
4 Perceptron Learning 4.1 Learning algorithms for neural networks In the two preceding chapters we discussed two closely related models, McCulloch–Pitts units and perceptrons, but the question of how to find the parameters adequate for a given task was left open. If two sets of points have to be separated linearly with a perceptron, adequate weights for the comput- ing unit must be found. The operators that we used in the preceding chapter, for example for edge detection, used hand customized weights. Now we would like to find those parameters automatically. The perceptron learning algorithm deals with this problem. A learning algorithm is an adaptive method by which a network of com- puting units self-organizes to implement the desired behavior. This is done in some learning algorithms by presenting some examples of the desired input- output mapping to the network. A correction step is executed iteratively until the network learns to produce the desired response. The learning algorithm is a closed loop of presentation of examples and of corrections to the network parameters, as shown in Figure 4.1. network test input-output compute the examples error fix network parameters Fig. 4.1. Learning process in a parametric system R. Rojas: Neural Networks, Springer-Verlag, Berlin, 1996 78 4 Perceptron Learning In some simple cases the weights for the computing units can be found through a sequential test of stochastically generated numerical combinations. However, such algorithms which look blindly for a solution do not qualify as “learning”. A learning algorithm must adapt the network parameters accord- ing to previous experience until a solution is found, if it exists. -
Bridging Reinforcement Learning and Creativity: Implementing Reinforcement Learning in Processing
Bridging Reinforcement Learning and Creativity: Implementing Reinforcement Learning in Processing Jieliang Luo Media Arts & Technology Sam Green Computer Science University of California, Santa Barbara SIGGRAPH Asia 2018 Tokyo, Japan December 6th, 2018 Course Agenda • What is Reinforcement Learning (10 mins) ▪ Introduce the core concepts of reinforcement learning • A Brief Survey of Artworks in Deep Learning (5 mins) • Why Processing Community (5 mins) • A Q-Learning Algorithm (35 mins) ▪ Explain a fundamental reinforcement learning algorithm • Implementing Tabular Q-Learning in P5.js (40 mins) ▪ Discuss how to create a reinforcement learning environment ▪ Show how to implement the tabular q-learning algorithm in P5.js • Questions & Answers (5 mins) Bridging Reinforcement Learning and Creativity, Jieliang Luo & Sam Green Psychology Pictures Bridging Reinforcement Learning and Creativity, Jieliang Luo & Sam Green What is Reinforcement Learning • Branch of machine learning • Learns through trial & error, rewards & punishment • Draws from psychology, neuroscience, computer science, optimization Bridging Reinforcement Learning and Creativity, Jieliang Luo & Sam Green Reinforcement Learning Framework Agent Environment Bridging Reinforcement Learning and Creativity, Jieliang Luo & Sam Green https://www.youtube.com/watch?v=V1eYniJ0Rnk Bridging Reinforcement Learning and Creativity, Jieliang Luo & Sam Green https://www.youtube.com/watch?v=ZhsEKTo7V04 Bridging Reinforcement Learning and Creativity, Jieliang Luo & Sam Green Bridging Reinforcement -
Learning Semantics of Raw Audio
Learning Semantics of Raw Audio Davis Foote, Daylen Yang, Mostafa Rohaninejad Group name: “Audio Style Transfer” Introduction Variational Inference Numerically modeling semantics has given some useful exciting results in the We would like to have a latent space in which arithmetic operations domains of images [1] and natural language [2]. We would like to be able to correspond to semantic operations in the observed space. To that end, we operate on raw audio signals at a similar level of abstraction. Consider the adopt the following model, adapted from [1]: problem of trying to interpolate two voices into a voice that sounds “in We interpret the hidden variables � as the latent code. between” the two. Averaging the signals will result in the two voices There is a prior over latent codes �� � and a conditional speaking at once. If this operation were performed in a latent space in which distribution �� � � . In order to be able to encode a data dimensions have semantic meaning, then we would see results which match point, we also need to learn an approximation to the human perception of what this interpolation should mean. posterior distribution, �� � � . We can optimize all these We follow two distinct branches in pursuing this goal. First, motivated by parameters at once using the Auto-Encoding Variational aesthetic results in style transfer [3] and generation of novel styles [4], we Bayes algorithm [1]. Some very simple results (ours) of implement a deep classifier for various musical tags in hopes that the various sampling from this model trained on MNIST are shown: layer activations will encode meaningful high-level audio features. -
Perceptrons.Pdf
Machine Learning: Perceptrons Prof. Dr. Martin Riedmiller Albert-Ludwigs-University Freiburg AG Maschinelles Lernen Machine Learning: Perceptrons – p.1/24 Neural Networks ◮ The human brain has approximately 1011 neurons − ◮ Switching time 0.001s (computer ≈ 10 10s) ◮ Connections per neuron: 104 − 105 ◮ 0.1s for face recognition ◮ I.e. at most 100 computation steps ◮ parallelism ◮ additionally: robustness, distributedness ◮ ML aspects: use biology as an inspiration for artificial neural models and algorithms; do not try to explain biology: technically imitate and exploit capabilities Machine Learning: Perceptrons – p.2/24 Biological Neurons ◮ Dentrites input information to the cell ◮ Neuron fires (has action potential) if a certain threshold for the voltage is exceeded ◮ Output of information by axon ◮ The axon is connected to dentrites of other cells via synapses ◮ Learning corresponds to adaptation of the efficiency of synapse, of the synaptical weight dendrites SYNAPSES AXON soma Machine Learning: Perceptrons – p.3/24 Historical ups and downs 1942 artificial neurons (McCulloch/Pitts) 1949 Hebbian learning (Hebb) 1950 1960 1970 1980 1990 2000 1958 Rosenblatt perceptron (Rosenblatt) 1960 Adaline/MAdaline (Widrow/Hoff) 1960 Lernmatrix (Steinbuch) 1969 “perceptrons” (Minsky/Papert) 1970 evolutionary algorithms (Rechenberg) 1972 self-organizing maps (Kohonen) 1982 Hopfield networks (Hopfield) 1986 Backpropagation (orig. 1974) 1992 Bayes inference computational learning theory support vector machines Boosting Machine Learning: Perceptrons – p.4/24 -
Petroleum and Coal
Petroleum and Coal Article Open Access IMPROVED ESTIMATION OF PERMEABILITY OF NATURALLY FRACTURED CARBONATE OIL RESER- VOIRS USING WAVENET APPROACH Mohammad M. Bahramian 1, Abbas Khaksar-Manshad 1*, Nader Fathianpour 2, Amir H. Mohammadi 3, Bengin Masih Awdel Herki 4, Jagar Abdulazez Ali 4 1 Department of Petroleum Engineering, Abadan Faculty of Petroleum Engineering, Petroleum University of Technology (PUT), Abadan, Iran 2 Department of Mining Engineering, Isfahan University of Technology, Isfahan, Iran 3 Discipline of Chemical Engineering, School of Engineering, University of KwaZulu-Natal, Howard College Campus, King George V Avenue, Durban 4041, South Africa 4 Faculty of Engineering, Soran University, Kurdistan-Iraq Received June 18, 2017; Accepted September 30, 2017 Abstract One of the most important parameters which is regarded in petroleum industry is permeability that its accurate knowledge allows petroleum engineers to have adequate tools to evaluate and minimize the risk and uncertainty in the exploration of oil and gas reservoirs. Different direct and indirect methods are used to measure this parameter most of which (e.g. core analysis) are very time -consuming and cost consuming. Hence, applying an efficient method that can model this important parameter has the highest importance. Most of the researches show that the capability (i.e. classification, optimization and data mining) of an Artificial Neural Network (ANN) is suitable for imperfections found in petroleum engineering problems considering its successful application. In this study, we have used a Wavenet Neural Network (WNN) model, which was constructed by combining neural network and wavelet theory to improve estimation of permeability. To achieve this goal, we have also developed MLP and RBF networks and then compared the results of the latter two networks with the results of WNN model to select the best estimator between them. -
Learning Sabatelli, Matthia; Loupe, Gilles; Geurts, Pierre; Wiering, Marco
View metadata, citation and similar papers at core.ac.uk brought to you by CORE provided by University of Groningen University of Groningen Deep Quality-Value (DQV) Learning Sabatelli, Matthia; Loupe, Gilles; Geurts, Pierre; Wiering, Marco Published in: ArXiv IMPORTANT NOTE: You are advised to consult the publisher's version (publisher's PDF) if you wish to cite from it. Please check the document version below. Document Version Early version, also known as pre-print Publication date: 2018 Link to publication in University of Groningen/UMCG research database Citation for published version (APA): Sabatelli, M., Loupe, G., Geurts, P., & Wiering, M. (2018). Deep Quality-Value (DQV) Learning. ArXiv. Copyright Other than for strictly personal use, it is not permitted to download or to forward/distribute the text or part of it without the consent of the author(s) and/or copyright holder(s), unless the work is under an open content license (like Creative Commons). Take-down policy If you believe that this document breaches copyright please contact us providing details, and we will remove access to the work immediately and investigate your claim. Downloaded from the University of Groningen/UMCG research database (Pure): http://www.rug.nl/research/portal. For technical reasons the number of authors shown on this cover page is limited to 10 maximum. Download date: 19-05-2020 Deep Quality-Value (DQV) Learning Matthia Sabatelli Gilles Louppe Pierre Geurts Montefiore Institute Montefiore Institute Montefiore Institute Université de Liège, Belgium Université de Liège, Belgium Université de Liège, Belgium [email protected] [email protected] [email protected] Marco A.