Literature DB >> 2201003

On some two-way barriers between models and mechanisms.

W R Uttal1.   

Abstract

A number of recent as well as classic ideas suggest that there are constraints and limits on the explanatory role that computational, mathematical, and neural net models of visual and other cognitive processes can play that have not been generally appreciated. These ideas come from mathematics, automata theory, chaos theory, thermodynamics, neurophysiology, and psychology. Collectively, these ideas suggest that the neural or cognitive mechanisms underlying many kinds of formal models are untestable and unverifiable. Models may be good descriptions of perceptual and other cognitive processes, but they cannot in principle be reductive explanations nor can we use them to predict behavior at the molar level from what we know of the neural primitives. This discussion is an effort to clarify the appropriate meanings of these models, not to dissuade workers from forging ahead in the modeling endeavor, which I acknowledge is progressing and is making possible our increasingly deep appreciation of plausible and interesting cognitive processes.

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Year:  1990        PMID: 2201003     DOI: 10.3758/bf03207086

Source DB:  PubMed          Journal:  Percept Psychophys        ISSN: 0031-5117


  11 in total

1.  Chaos, strange attractors, and fractal basin boundaries in nonlinear dynamics.

Authors:  C Grebogi; E Ott; J A Yorke
Journal:  Science       Date:  1987-10-30       Impact factor: 47.728

Review 2.  Computational neuroscience.

Authors:  T J Sejnowski; C Koch; P S Churchland
Journal:  Science       Date:  1988-09-09       Impact factor: 47.728

3.  The reconstruction of static visual forms from sparse dotted samples.

Authors:  W R Uttal; N S Davis; C Welke; R Kakarala
Journal:  Percept Psychophys       Date:  1988-03

4.  Minimum points and views for the recovery of three-dimensional structure.

Authors:  M L Braunstein; D D Hoffman; L R Shapiro; G J Andersen; B M Bennett
Journal:  J Exp Psychol Hum Percept Perform       Date:  1987-08       Impact factor: 3.332

5.  Single units and sensation: a neuron doctrine for perceptual psychology?

Authors:  H B Barlow
Journal:  Perception       Date:  1972       Impact factor: 1.490

6.  A memory storage model utilizing spatial correlation functions.

Authors:  J A Anderson
Journal:  Kybernetik       Date:  1968-09

7.  Is there a cell-biological alphabet for simple forms of learning?

Authors:  R D Hawkins; E R Kandel
Journal:  Psychol Rev       Date:  1984-07       Impact factor: 8.934

8.  Linking propositions.

Authors:  D Y Teller
Journal:  Vision Res       Date:  1984       Impact factor: 1.886

9.  The efficiency of detecting changes of density in random dot patterns.

Authors:  H B Barlow
Journal:  Vision Res       Date:  1978       Impact factor: 1.886

10.  The responses of Limulus optic nerve fibers to patterns of illumination on the receptor mosaic.

Authors:  F RATLIFF; H K HARTLINE
Journal:  J Gen Physiol       Date:  1959-07-20       Impact factor: 4.086

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  4 in total

1.  Detection of symmetry in tachistoscopically presented dot patterns: effects of multiple axes and skewing.

Authors:  J Wagemans; L Van Gool; G d'Ydewalle
Journal:  Percept Psychophys       Date:  1991-11

2.  What do Reinforcement Learning Models Measure? Interpreting Model Parameters in Cognition and Neuroscience.

Authors:  Maria K Eckstein; Linda Wilbrecht; Anne G E Collins
Journal:  Curr Opin Behav Sci       Date:  2021-07-03

3.  Reinforcement learning and Bayesian inference provide complementary models for the unique advantage of adolescents in stochastic reversal.

Authors:  Maria K Eckstein; Sarah L Master; Ronald E Dahl; Linda Wilbrecht; Anne G E Collins
Journal:  Dev Cogn Neurosci       Date:  2022-04-22       Impact factor: 5.811

4.  A fractal approach to dynamic inference and distribution analysis.

Authors:  Marieke M J W van Rooij; Bertha A Nash; Srinivasan Rajaraman; John G Holden
Journal:  Front Physiol       Date:  2013-01-29       Impact factor: 4.566

  4 in total

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