The internal space of distributions effectively represents a space of distributions over external states, parametrized by internal states.
Evidence
Supporting
| Handle | Title | Summary of relevant evidence | Link |
|---|---|---|---|
| Millidge et al. 2021 | A Mathematical Walkthrough and Discussion of the Free Energy Principle | p. 12 |
Counter
| Handle | Title | Summary of relevant evidence | Link |
|---|---|---|---|
Connections
Increasing the likelyhood of a Synchronisation Manifold Is usually Internal Space of distributions is curved and non-euclidean Leeds to The internal Mapping tracks double