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Do Bayesian statistics rule the brain?:

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Do Bayesian statistics rule the brain?:
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This week's New Scientist has a fascinating article on a possible 'grand theory' of the brain that suggests that virtually all brain functions can be modelled with Bayesian statistics - an approach discovered by an 18th century vicar.

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    • 18 months ago


      James: Is this making the case that the semantic web will be Bayesian in nature (beyond conditional probabilities, data-mining and inference engines)? Thanks.
      Solar Soyuz Zaibatsu
      • 18 months ago


        Well let's start out by making it clearer about what it is we are talking about...

        In normal probability we take some population of events and say that for a particular outcome we have some probability x that it will occur. In Bayesian statistics we ask does a particular event/sample fit a model to some degree of accuracy (eg standard deviation). The actual data is no different, it's the kind of question we ask.

        Now to get to your question, it seems that Bayesian statistics are more ameniable to neural networks because of the architecture and the way neural network elements 'ask' questions on their input. So, I would have to say that in some cases Bayesian filters are a better way to look at a pile of data and make a guess as to what is really important there. All three of the things you mentioned can be done with either traditional population based (ie Laplacian) or Bayesian statistics. It's more how you want to look at it. More to the point I think it's stating that because of the apparent way brains work we'll find that the best tools for digging through large piles of data will be Bayesian in nature at well. The web as a whole will have components of both perspectives, depending on the kinds of questions you're asking.

        I think what it is saying is you need to be able to deal with both approaches in the real world :)
        Solar Soyuz Zaibatsu
    • 18 months ago


      Very interesting. I wonder if Bayesian statistics also rule quantum mechanics and General Relativity. Could all our physical laws be reduced to Bayesian systems? I have a hunch that gravity could be expressed as a "Bayesian force" or a "Bayesian field."
      Solar Soyuz Zaibatsu
    • 18 months ago


      Well strictly speaking Bayesian and Laplacian statistics are equivalent, it's really more a difference in the way you pose the question. I think of Laplacian as a definitive/closed perspective and Bayesian a more objective/open perspective. Where the beauty of Bayesian comes in is because the difference in the way the question is posed changes the way you build your model. Bayesian for larger data sets seem to be easier to program and handle larger data sets (ie O() isn't as bad).
      Solar Soyuz Zaibatsu
    • 18 months ago


      That might be how the neurological substrates work. But normal human thinking isn't Bayesian. Check out the Monty Hall problem here: http://en.wikipedia.org/wiki/Monty_Hall_problem.
      Solar Soyuz Zaibatsu
      • 18 months ago


        People in general think in allegory or by 'type' which is certainly Bayesian in -many- ways.

        But to your point, nobody is making that claim.
        Solar Soyuz Zaibatsu
    • 18 months ago


      check the notes on solar soyuz zaibatsu twine
      Structure
    • 14 months ago


      You would certainly be interested in the work of Jeff Hawkins and the book On Intelligence. Will share the items to this twine.
      Advanced Computing :: Neural Networks, Fuzzy Systems, Genetic Algorithms & Evolutionary Computation
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