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nikolenko (in Russian) | ';
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Teaching activities |
Probabilistic Learning
In the spring of 2007 I'm teaching the "Probabilistic Learning" course.
The course is coupled with a seminar, and the seminar materials will also
appear here.
The course materials (all slides and lecture notes are in Russian):
- 1. Introduction. Probability theory and Bayesian inference.
- Slides ()
- 2. Bayesian inference by brute force. Exact marginalization by integration.
- Slides ()
- 3. Bayesian inference and coding theory. Error correcting as MAP hypothesis search.
- Slides ()
- 4. General sum-product algorithm for marginalization. Laplace approximations.
- Slides ()
- 5. Monte–Carlo methods: sampling. Markov chains, MCMC, Metropolis–Hastings, slice sampling.
- Slides ()
- 6. Hidden Markov models. Introduction, main tasks, their solutions. Baum–Welch algorithm.
- Slides ()
- 7. Hidden Markov models II. HMM with continuous observables, autoregressive models, HMM comparison, MMI and MDI criteria.
- Slides ()
- 8. Bayesian approach to neural networks. Adapting learning speed. Learning neural networks as Bayesian inference. Gaussian processes and splines.
- Slides ()
- 9. Hopfield networks.
- Slides ()
Selected references
- David J. C. MacKay. Information Theory, Inference, and Learning Algorithms. Cambridge University Press, 2003.
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