Alternative motor control theories 2 Flashcards
Describe the Lorenz strange attractor:
- When he put the same number into a mechanical calculator, he did not get the same answer
- Pattern that stay constraint to the same shape, but has a different value each time
- Random noise or a complex system
Strange attractors are very sensitive to initial systems - gets very different variations of the same pattern, attractor taking you to the same pattern, do have structure
Can we get complex “control” from:
- mechanics and some simple control structures?
– given time and simple rules from simple control?
- yes
- Yes depending on how complex we want to be
What is the Mandelbrot set formula?
iterate Z = Z^2 + c
Describe the cobweb of chaos:
When there is a huge number of possible solutions, diagram become very complicated
- Simple interaction that becomes very difficult very quickly
- Increase in stable solutions, which then collapses, then increases again
- This is chaos not randomness, as clear patterns evolve
Why don’t mean, SD tell the whole story?
Need measures which take into account how the signal changes or develops over time. Signal Complexity Information Content
- Mean and SD can stay practically the same, but diagram changes greatly
What are some techniques to measure time series data?
- Approximate entropy (ApEn)
– quantify the amount of regularity and the unpredictability of fluctuations in time-series data. Information content. - Detrended fluctuation analysis (DFA)
– determine the statistical self-affinity of a signal, analysing time series with long-memory processes, looks similar over a long period of time - Lyapunov Exponent (λ, lambda)
– characterizes the rate of separation of infinitesimally close trajectories, as in Lorenz attractor, tells you how far things diverge from each other
What are some variabilities in human movement?
– End effecter Vs intermediate limbs
– Intra stride running changes
– Bimanual coordination
– Skill breakdown and coordination
* Heart rate
* Concussion - brain patterns are most linearly shown during a seizure