Summary: weekly mtg 20170322 (Byron, Steve, Matt, me) - mobeets/nullSpaceControl GitHub Wiki
In Intro:
- multiple sets of muscle activations that lead to the same trajectory through space
- or if task success is determined by endpoint variance, ...
- try to bring out that the focus is on what is controlled
- i.e., is muscle stiffness "null" or is the elbow variance null?
Intro: need to explicitly define redundancy
- after first few sentences: "These are all examples of muscle redundancy. There's a similar form of redundancy at the level between neurons and muscles."
Intro: try to rewrite the first two sentences not as questions
- could make it clear that there are always choices, and these are made every time you move
- every time you move you actually answer this question
- so maybe...question or not question. play around with it.
Last few sentences of Intro: the two main results
- you're limited by a repertoire, but you use that whole set that works, in the null space
- this is really what makes it distinct from Matt's
- mention yoking: it appears that subjects don't control activity in the null and potent space independently
- if you specify the row space value, then that informs the distribution of null space activity
FA: they describe the largest co-modulations of the activity of the neurons
- this needs to stay where it is
- or, might move it into the results when it first becomes relevant
IME part needs to move, but unclear where...
- might be a discussion point?
- "you might be concerned that the subject is not aware of which dimensions are output-null..."
- we've done it both ways, the answers are the same, the results are actually cleaner when you do them with IME
- so we choose this not because it's cleaner, but because we think it's a really important point: you have to estimate what the subject's conception of the null space is
- yeah, make it a discussion point; or at the end of the results. yeah do discussion. this isn't something a reader will think about when they first read it
min-firing FA non-ortho projection problem
- can of worms...