set up 4 period (context, stimulus, memory, response)
- input: 1(fixation) + 2(modalities) x 2(Asin(theta)andAcos(theta)) + 15(rule)
- output: 1(fixation) + 1(modality) x 2(sin(phi) and cos(phi))
fixed point and stability of that fixed point via analyzing linearization matrix (jacobian)
single task network
two task networks (MemoryPro, MemoryAnti)
task variance analysis - finding dynamical motifs
- cluster 2 - reaction-timed response, cluster 9 - memory-guided responses
- figure 3a. - cluster C has block → that color is for response
- in fig 6, their ‘response’ dynamics interrupted with lesioned cluster c units
exploiting these dynamical motif (similar subspace) with “rule interpolation”
- (PCA on memory state)
- task period cluster 6, unit clusters t and u / 9,10 with a-d: shared point/ring attractor
shared stimulus period dynamical motifs
interpolation with rule inputs by alpha
- (PCA on stimulus state)
- “connection bridge” by alpha was orthogonal to decision boundary
- similar task share stable and unstable fixed point
lesioning clustered RNN units - they found modular lesion effects on…
reusing dynamical motifs