Integrating Inference with Stochastic Process Algebra Models - Jane Hillston, Edinburgh

Integrating Inference with Stochastic Process Algebra Models - Jane Hillston, Edinburgh

Alan Turing Institute via YouTube Direct link

The semantics

10 of 35

10 of 35

The semantics

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Integrating Inference with Stochastic Process Algebra Models - Jane Hillston, Edinburgh

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  1. 1 Intro
  2. 2 Stochastic Process Algebra
  3. 3 Integrated analysis
  4. 4 Benefits of integration
  5. 5 Outline
  6. 6 Modelling in a Data Rich World
  7. 7 Molecular processes as concurrent computations
  8. 8 Formal modelling in systems biology
  9. 9 Bio-PEPA modelling
  10. 10 The semantics
  11. 11 Optimizing models
  12. 12 Alternative perspective
  13. 13 Machine Learning Bayesian statistics
  14. 14 Comparing the techniques
  15. 15 Developing a probabilistic programming approach
  16. 16 Probabilistic programming workflow
  17. 17 A Probabilistic Programming Process Algebra: ProPPA
  18. 18 Example Revisited
  19. 19 Constraint Markov Chains
  20. 20 Probabilistic CMCS
  21. 21 Semantics of ProPPA
  22. 22 Simulating Probabilistic Constraint Markoy Chains
  23. 23 Calculating the transient probabilities
  24. 24 Basic Inference
  25. 25 Inference for infinite state spaces
  26. 26 Expanding the likelihood
  27. 27 Example model
  28. 28 Results: ABC
  29. 29 Genetic Toggle Switch
  30. 30 Toggle switch model: species
  31. 31 Experiment
  32. 32 Genes (unobserved)
  33. 33 Proteins
  34. 34 Summary
  35. 35 Challenges and Future Directions

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