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Duration 21 hours
Course Outline
Introduction
- Foundational concepts in pattern recognition and machine learning
- Strategic applications across multiple sectors
- Significance of pattern recognition in contemporary technological infrastructure
Probability Theory, Model Selection, Decision and Information Theory
- Foundational principles of probability theory applied to pattern recognition
- Methodologies for model selection and performance evaluation
- Decision theory frameworks and their operational applications
- Core tenets of information theory
Probability Distributions
- Analysis of standard probability distributions
- Function of distributions in data modeling
- Application of distributional models in pattern recognition for government contexts
Linear Models for Regression and Classification
- Principles of linear regression
- Mechanisms of linear classification
- Operational capabilities and constraints of linear models
Neural Networks
- Foundations of neural networks and deep learning architectures
- Training protocols for pattern recognition systems
- Case studies and practical implementations
Kernel Methods
- Introduction to kernel-based methodologies in pattern recognition
- Support vector machines and related kernel-based architectures
- Utilization in high-dimensional data environments
Sparse Kernel Machines
- Analysis of sparse modeling techniques in pattern recognition
- Strategies for enforcing model sparsity and regularization
- Practical deployment in data analysis operations
Graphical Models
- Overview of graphical modeling in machine learning
- Bayesian networks and Markov random field structures
- Inference processes and learning algorithms in graphical models
Mixture Models and EM
- Foundations of mixture models
- The Expectation-Maximization (EM) algorithm
- Application in clustering and density estimation tasks
Approximate Inference
- Methodologies for approximate inference in complex modeling
- Variational approaches and Monte Carlo sampling techniques
- Application in large-scale data analysis initiatives
Sampling Methods
- The role of sampling in probabilistic modeling
- Markov Chain Monte Carlo (MCMC) techniques
- Application of sampling methods in pattern recognition for government operations
Continuous Latent Variables
- Analysis of continuous latent variable models
- Application in dimensionality reduction and data representation
- Practical examples and case studies
Sequential Data
- Methodologies for modeling sequential data streams
- Hidden Markov models and associated techniques
- Application in time series analysis and speech recognition systems
Combining Models
- Techniques for integrating multiple model outputs
- Ensemble methods and boosting algorithms
- Strategies for enhancing prediction accuracy and model robustness
Summary and Next Steps
Requirements
- Proficiency in statistical concepts
- Familiarity with multivariate calculus and foundational linear algebra
- Working knowledge of probability theory
Audience
- Data analysts
- PhD students, researchers, and technical practitioners
Testimonials (2)
Getting people that never used AI some repetition in prompting and people that do use AI to consider different methods to using it.
Matthew Gay - Tarsus Pharmaceuticals
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Working from first principles in a focused way, and moving to applying case studies within the same day