← canon bridges · Detected primitive
Nonlinear Dynamical Systems
4 branches · 6 claims · bridge score 5.06
Canonical form
A system's behavior is highly sensitive to initial conditions and small changes, leading to unpredictable outcomes.
Description
A system's behavior is highly sensitive to initial conditions and small changes, leading to unpredictable outcomes.
Spans
Vocabulary across branches
| Branch | Term | Role |
|---|---|---|
| 01-mathematics/chaos-theory | nonlinear Dynamics | practically synonym |
| 02-physics/heisenberg | matrix mechanics | expression of |
| 04-information/wolfram | cellular automaton | uses only some subparts |
| 07-mind/iit | integration of mental states | leads to |
Test / falsifiability
Testing the sensitivity of a system's behavior to initial conditions and small changes
Source claims (6)
- [01-mathematics/chaos-theory]Claim — founder of chaos theory he posed this question once he said is it possible that
- [01-mathematics/chaos-theory]Claim — patterns uh a month later okay tiny perturbations of initial conditions can lead
- [01-mathematics/fractal]Claim — fractal process of inner complexification inner structure structuring because th
- [02-physics/heisenberg]Claim — when everything happened.
- [04-information/wolfram]Claim — Yes, yes.
- [07-mind/iit]Claim — of how mental states join together to form complexes or split apart because spli