Romain Brette: Computation in the brain

Ойын-сауық

This talk was part of the online symposium Rethinking Computational Approaches to the Mind: Fundamental Challenges and Future Perspectives (computationalmind.github.io/) on 21 October 2022
Slides: github.com/computationalmind/...
Abstract:
It is often taken for granted that brains compute over neural representations. Traditionally, this means that properties of neural activity play the role of variables in correspondence with properties of things in the world, while brain processes play the role of algorithms that manipulate those variables. This claim is based on implicit assumptions, which require closer examination. The first one is that all behavior is computational. To the extent that “computational” is meaningful, this is false. The second one is neural reductionism: the idea that alleged psychological units (such as the percept of a face) must correspond to neurophysiological units (activity of specific neurons or groups of neurons), rather than to a mode of activity of the brain. The third one is that neural representations correspond to neurophysiological states, which can then be governed by computational processes. But neural representations are not brain states: they are experimental measurements of firing rates over an extended period after a presented stimulus; that is, they are already properties of brain processes. This confusion undermines the coherence of neurocomputationalism.
Speaker bio:
Romain Brette is a theoretical neuroscientist in Paris who has worked in cellular biophysics and systems neuroscience, specifically on modelling auditory perception. This work has led him to reflect on the foundational concepts of neural modelling and computational neuroscience, such as neural codes, computation and information.

Пікірлер: 2

  • @444haluk
    @444haluk Жыл бұрын

    you are awaken, brother.

  • @klammer75
    @klammer75 Жыл бұрын

    Taking a dynamical systems approach, shouldn’t we think of this as attractor ‘states’ then….where we have activity in the ‘state’ such as a sink or source and approach it as a phase plane analysis of the underlying computational manifold over which the dynamics take place….including the ‘states’? Cool talk …. Making me think🧐🤔🤓

Келесі