Open ghost opened 9 years ago
That's an interesting proposition. I guess if the adjacency matrix represents the connections in the brain, and if the connections are what you define as the state of the brain, then yes either A or a linear transformation of A should be okay for use in a state space model. It helps if A is invertible, which for undirected graphs it is.
I don't think that it would be computationally expensive, at least not more than using other data types.
Is it correct to say that the A matrix from the state space model seems to represent a weighted adjacency matrix? In this case, can we compute centrality and other network analysis things off of this matrix? Also, how computationally expensive is it to build the A matrix out of a set of fMRI data?