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Computation with Assemblies

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Asserts an Assembly Hypothesis where synchronized, persistent neuron populations perform operations like projection, association and merge; projection creates an X in a downstream area that stays linked to parent Y. Implements via simulations and a simplified Gnp bipartite plus recurrent model with K winner‑take‑all neurons, recurrent plasticity only, and convergence in roughly a dozen iterations. Provides a closed‑form linearized solution explaining a “born rich or many supporters” tradeoff, a brain‑inspired algorithm for finding dense subgraphs, and applies assemblies to syntax with theta/4 Hz syllable timing and ~12 spikes per construction.

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  1. 0:00Intro
  2. 2:21Good Question!
  3. 8:55The assembly hypothesis (computational version)
  4. 9:23Outline
  5. 11:54assignment operation
  6. 12:59Implementation?
  7. 13:20A computational challenge
  8. 14:03Projection: (al. et Axel, 2011) on mouse olfaction
  9. 17:56Implementation of projection: results
  10. 18:48Simplified Model
  11. 21:14Mathematical Model: Results
  12. 25:17Linearized model: Closed form
  13. 26:04chicken and egg...
  14. 27:48Second operation: association
  15. 28:54NB: The operational semantics of association
  16. 29:53Expressive power: binary relations
  17. 30:27Reciprocal projection and merge
  18. 31:14assembly operations recap
  19. 34:26Nelson... Dehaesne, PNAS 2017
  20. 35:42Frankland & Greene PNAS 2015
  21. 36:46The language hemisphere
  22. 37:25The [Ding et al. 2016] experiment
  23. 38:15The Ding et al. 2016 experiment
  24. 38:52One interpretation
  25. 39:56Zaccarella & Friedericci "Merge in the human Brain" Front. Psych. 2015
  26. 40:30ZF 2010 : Neural pathways for syntax?
  27. 41:31Finally, more speculation: a candidate architecture for syntax
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