Teaching at UTSA
ME 6973 Introduction to Deep Learning
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Introduction to Neural Networks and Deep Learning
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Basic Neural Networks
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Neural Networks Optimization
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Convolutional Neural Networks
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Recurrent Neural Networks
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Sequence Models & Attention Mechanism
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Graph Neural Networks
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Generative Adversarial Networks
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Deep Reinforcement Learning
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Practical Aspects of Deep Learning
ME 6973 Adv Reliability Methods
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Extreme value theory
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Random fields
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Sampling-based reliability analysis methods including Monte Carlo simulation
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Response surface development
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Random processes
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System reliability
ME 6543 -Machine Learning and Data Analytics
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Parametric regression: Linear/polynomial regression
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Optimization: Gradient descent algorithm
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Variable selection: Regularization and cross-validation
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Nonparametric regression: K-nearest neighbor, Gaussian processes
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Classification basics: Loss functions, logistic regression, decision trees
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Classification advanced: Support vector machines
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Ensemble methods: Boosting, bagging, random forest
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Dimension reduction: Principal component analysis
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Clustering: K-means clustering
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Deep learning: Feedforward neural networks, convolutional neural networks
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Reinforcement Learning: Markov decision process
ME 5013 - Advanced Data Analytics
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Data visualization: Multivariate, hierarchical, temporal, and network data visualization
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Regression and regularization: Linear regression, logistic regression, regularization, ridge regression, nonparametric regression with Gaussian processes
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Classification basics: Loss functions, naive Bayes, linear classifiers
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Support vector machines, convex optimization
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Kernels: Model selection, cross validation
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Ensemble methods: Boosting, bagging, random forest
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Dimension reduction: principal component analysis
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Clustering, mixture models, EM algorithms
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Bayesian Inference, sampling algorithms, MCMC
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Stochastic processes: Markov models, hidden Markov models
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Graphical Models: State space models, Kalman filter
EGR 5213 Introduction to Modelling and Simulation
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Preliminaries
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Random variable generation
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Markov Chain
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Monte Carlo Methods
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Monte Carlo Integration
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Monte Carlo Optimization
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Markov Chain Monte Carlo
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Convergence
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Discrete Event Simulation
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Simulation concepts
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Modeling basic operations and inputs
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Statistical analysis of output
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Continuous and combined models
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Simulation Software
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Excel
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MATLAB/SIMULINK
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ARENA
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ME 4723 – Reliability and Quality Control
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Reliability concepts
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Probability and life distribution for reliability analysis
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Design for six sigma
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Product development
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Failure modes, mechanisms, and effect analysis
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Probabilistic design for reliability and the factor of safety
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Reliability estimation techniques
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Process control and process capability
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Analyzing product failures and root causes
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System reliability modeling
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Warranty analysis
ME 3263 – Manufacturing Engineering
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Introduction to Manufacturing Engineering: Products, Processes, and Systems
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Manufacturing Systems: An Overview of Basics
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Mechanical Properties of Materials
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Tolerances
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Measurement and Quality Assurance
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Manufacturing Processes
EGR 2323 – Applied Engineering Analysis I
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Mathematical modeling of engineering problems
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Separable ODE
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Integrating factors
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First-, second-, and higher-order linear constant coefficient ODE’s
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Non-homogeneous ODE
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Laplace Transforms
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s- and t- translation
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Convolution Solution of an ODE via Laplace transform
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Existence and uniqueness of solution to a system of linear algebraic equations
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Gauss elimination and rank
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Determinant, Cramer’s rule, and inverse of a matrix
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Eigenvalues and eigenvectors
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Diagonalization
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Solutions to system of ODE