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Using simple linear models as building blocks, we are able to segment complex dynamics into interpretable segments. From brain to behavior, we find near-critical dynamics and show evidence of its modulation.
Natural phenomena are teeming with temporal complexity, but such dynamics, however fascinating, offer substantial obstacles to quantitative understanding. We introduce a general method based on the...
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Juliana Couras 21. sij 2019.
Odgovor korisniku/ci @antoniocbscosta @PNASNews
Saved for reading! Meanwhile, just by reading the abstract, a question popped up in my mind: is this somehow related to the barabasi linear approach of control theory?
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antoniocbscosta 21. sij 2019.
Odgovor korisniku/ci @julicouras @PNASNews
But if I understand it correctly, it makes use of a linear approximation of the full system to infer controllability. We instead use a collection of linear systems, locally in time, to represent the full nonlinear dynamics of these systems, while making minimal assumptions.
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Jose Cruz 18. sij 2019.
Odgovor korisniku/ci @antoniocbscosta @PNASNews
Congrats!!
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antoniocbscosta 18. sij 2019.
Odgovor korisniku/ci @CbrJosecruz @PNASNews
Obrigado man! Abraço
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