Playing Newton: Automatic Construction of Phenomenological, Data-Driven Theories and Models
summary
Automated inference builds phenomenological, data-driven theories as nested ODE families (sigmoidal-network and S-system bases) and scores them with Bayesian model selection; it finds that two dynamical variables are necessary for planetary motion, reduces a 7-species glycolysis model to 6 effective variables (carbon conservation), and produces a two-variable model of C. elegans escape that predicts the recoil-to-forward transition time versus laser intensity. The method fits hidden-variable dynamics and generalizes to held-out conditions.
AI-written summary · about
chapters (4)
- 0:00Start
- 0:47What do we study? . How biology processes information and learns?
- 5:30At CNS 2014 • A common opinion: The final theory of biological systems will be a large multiscale computational model. We need more experimental data to specify its detais.
- 15:06Armed with this definition of a good theory: • Do there exist good theories / models of complex biological systems?
related talks
01h 11mHidden Physics Models: Machine Learning of Nonlinear Partial Differential Equations
01h 03mGeneralization from the behavioral perspective
33mTwo Defeasible Challenges for algorithmic Scientific Discovery
32mData-Driven Inverse Modeling with Incomplete Observations
34mData-Driven Solutions in Engineering
57mDarwinian Machine Learning: Principles of Machine Learning in Evo-devo, Evo-eco and Evolutionary...
49mPedro Domingos, Professor, University of Washington
01h 10mBayesian Optimization and Machine Learning for Accelerating Experiments in the Physical Sciences
