Course Outline
Introduction
- Overview of pattern recognition and machine learning methodologies for government applications
- Key applications across various sectors relevant to public operations
- Importance of pattern recognition in advancing modern technology and governance
Probability Theory, Model Selection, Decision and Information Theory
- Foundations of probability theory in the context of pattern recognition
- Concepts of model selection and evaluation for government decision-making
- Decision theory and its practical applications
- Fundamentals of information theory
Probability Distributions
- Overview of common probability distributions used in analytical frameworks
- Role of distributions in modeling data for policy analysis
- Applications in pattern recognition systems
Linear Models for Regression and Classification
- Introduction to linear regression techniques
- Understanding linear classification methods
- Applications and limitations of linear models in government contexts
Neural Networks
- Basics of neural networks and deep learning architectures
- Training neural networks for pattern recognition tasks
- Practical examples and case studies relevant for government use
Kernel Methods
- Introduction to kernel methods in pattern recognition
- Support vector machines and other kernel-based models for data analysis
- Applications in high-dimensional data processing
Sparse Kernel Machines
- Understanding sparse models in the context of pattern recognition
- Techniques for model sparsity and regularization to enhance efficiency
- Practical applications in data analysis for government agencies
Graphical Models
- Overview of graphical models in machine learning
- Bayesian networks and Markov random fields for probabilistic reasoning
- Inference and learning processes in graphical models
Mixture Models and EM
- Introduction to mixture models for data clustering
- Expectation-Maximization (EM) algorithm for parameter estimation
- Applications in clustering and density estimation for public sector data
Approximate Inference
- Techniques for approximate inference in complex computational models
- Variational methods and Monte Carlo sampling strategies
- Applications in large-scale data analysis for government operations
Sampling Methods
- Importance of sampling in probabilistic modeling
- Markov Chain Monte Carlo (MCMC) techniques for statistical inference
- Applications in pattern recognition systems
Continuous Latent Variables
- Understanding continuous latent variable models for data representation
- Applications in dimensionality reduction and efficient data management
- Practical examples and case studies for government analysts
Sequential Data
- Introduction to modeling sequential data streams
- Hidden Markov models and related techniques for temporal analysis
- Applications in time series analysis and speech recognition technologies
Combining Models
- Techniques for integrating multiple predictive models
- Ensemble methods and boosting to enhance analytical outcomes
- Applications in improving model accuracy for government decision support
Summary and Next Steps
Requirements
- Knowledge of statistical principles
- Competence in multivariate calculus and foundational linear algebra
- Background in probability theory
Intended Recipients
- Data analysts
- Scholars, researchers, and professionals
Testimonials (3)
I really liked the end where we took the time to play around with CHAT GPT. The room was not set up the best for this- instead of one large table a couple of small ones so we could get into small groups and brainstorm would have helped
Nola - Laramie County Community College
Course - Artificial Intelligence (AI) Overview
Working from first principles in a focused way, and moving to applying case studies within the same day
Maggie Webb - Department of Jobs, Regions, and Precincts
Course - Artificial Neural Networks, Machine Learning, Deep Thinking
That it was applying real company data. Trainer had a very good approach by making trainees participate and compete