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SISSA limbo Cortex and language? December 7, ’ 35’ 15’ 15’ to

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1 SISSA limbo Cortex and language? December 7, 2016 25’ 35’ 15’ 15’ to
the doesn’t fight that those noble believes thinks stands prays gates with house sheep precious Yasmine sword Cortex and language? December 7, 2016 15’ 35’ 25’ 15’

2 As to language in humans, I think G-d distinguished
them from beasts only to show that they are one and the same Ecclesiastes III, 18-19 monkeys cannot speak because they lack a lan- guage acquisition device with universal grammar what I mean is that they cannot speak because they lack infinite recursion but they do latch from one state to the next Moshe Abeles yet we cannot speak why? King Solomon the human brain has no extra language organ Santiago Ramon y Cajal Valentino Braitenberg quantitative differences

3 Where does language hide?
Neuropsychology (the analysis of brain- lesioned patients) offers hints: These for example are patients who cannot read, and they have all suffered lesions in the left occipito-parietal cortex.

4 Lesions in patients Subject who reads found! area VWFA, where
one decodes the form of written words

5 Neuropsichology, combined with imaging, says
however that the functions of a given area ……. Neuropsichology, combined with imaging, says however that the functions of a given area can can be moved elsewhere: e.g., language functions to the right hemisphere (in the corresponding area)

6 model by Cohen, Dehaene et al So, where is the innovation that produced language?

7 A quantitative model to analyse?
The BraitenbergPotts net: a glocal associative memory N pyramidal cells √N compartments √N cells each A pical synapses B asal synapses

8 (firing rate adaptation or synaptic adaptation)
Potts units with dilute connectivity S+1 Potts states Sparse Potts patterns Reduced to a Potts model (Kropff & Treves, 2005) Structured long-range connectivity “0” state included Sparse global patterns updated to remove the ‘memory glass’ problem (Fulvi Mari & Treves, 1998) Cortical modules Local attractor states (=S) Global activity patterns A simple semantic network (O’Kane & Treves, 1992) ..in Braitenberg’s model all cortical modules share the same organization… with adaptation (firing rate adaptation or synaptic adaptation) Latching dynamics ! (Kanter 1988) pc  C S 2 !! pc  S ?!?!

9 May latching dynamics model a train of thoughts ?
(cited by Alistair Knott in his PhD Thesis, 1996) 1) How far are they from deterministic AND from random ? (see Kropff and Treves, 2006) 2) When can they proceed indefinitely in time (recursively) ?

10 Latching Phases Eleonora Russo Supervisor: Alessandro Treves

11 Simple simulations indicate a phase transition as p grows

12 The Energy Landscape

13 The Energy Landscape Memory without latching

14 The Energy Landscape Memory without latching

15 The Energy Landscape Finite sequence of latching transitions

16 The Energy Landscape Finite sequence of latching transitions

17 The Energy Landscape Finite sequence of latching transitions

18 Energy and Adaptation

19 Energy and Adaptation Energy Adaptation

20 A phase diagram! We can now understand it... ...and add back correlations

21 How might a capacity for indefinite latching have evolved?
semantics  semantics  AM AM C S long-range conn  (local conn ) Storage capacity (max p to allow cued retrieval) pc  C S 2 Latching onset (min p to ensure recursive process) pl  S ? a spontaneous transition to infinite recursion?

22 To go beyond “free thought” into language, with syntax,
a binding operation is required, with working memory Differentiating syntax from semantics allows - perhaps - for the implementation of syntactic rules “operators” self-organized input driven pc  C S 2 “fillers” pl  S ? “fillers” (see Battaglia et al, Eliasmith et al, Fusi et al, Huyck, Hashimoto, ..)

23 BLISS (w/ E Kropff, A Grüning, M Katran
Medium Term: to assess how any model can learn, one first needs a toy: a basic language including both syntax and semantics BLISS (w/ E Kropff, A Grüning, M Katran with mild guidance by G Longobardi) Sahar Pirmoradian + semantic correlations N  boy | girl | cat | dog | tiger | jackal | horse | cow | meat | hay | milk | wood | meadow | stick | fork | bowl | cart | table | house || boys | girls | cats | dogs | tigers | jackals | horses | cows | stables | sticks | forks | bowls | carts | tables | houses PropN  John | Mary || John and Mary V  chases | feeds | sees | hears | walks | lives | eats | dies | kills | brings | pulls | is || chase | feed | see | hear | walk | live | eat | die | kill | bring | pull | are | Compl  that | whether Prep  in | with | to | of | under Neg  does not || do not (note singular negation removes sing inflection of verb) Art  the | a(an) AdjP  red | blue | green | black | brown | white | yellow | slow | fast | rotten | fresh | cold | warm | hot AdvP  slowly | rapidly | close | far Dem  this | that || these | those Syntactic structure 150 terminal symbols (words) 39 nonterminal symbols 40 production rules

24 Sahar then encodes the BLISS words onto the Potts net
The phase diagram is more complicated, but has similar features...

25 Syntax driving semantics or viceversa?
Sahar, anybody please, find out Exploring both, at the moment separately

26 toy language acquisition: Mass / Count Syntax
Input layer of source nodes (semantics) Output layer of Neurons (syntax) Can mass count syntax be inferred from semantic properties?

27 Perceptron Geometric View
The equation below describes a (hyper-)plane in the input space consisting of real valued m-dimensional vectors. The plane splits the input space into two regions, each of them describing one class. x2 decision region for count decision region for mass w1x1 + w2x2 + w0 >= 0 …suppose semantic features form clusters over some mass count -related dimensions... decision boundary w1x1 + w2x2 + w0 = 0 x1

28 Naïve Expectation – for cross linguistic variability
meubles furniture

29 Mass / Count Statistical Study
Ritwik Kulkarni since 2009 with Susan Rothstein since 2005 and many others (published in Biolinguistics 2013)

30 Syntactic Usage Questions (English example)

31 Semantic Questions

32 Mass / Count Usage Table
1434 nouns (survived from a sample of ca 1650) 6 languages (among them 3 with several informants)

33 Mass / Count Statistics is NOT Bimodal

34 Mass / Count Statistics - Marathi
Semantics

35 Single Mass / Count Questions do NOT Match
nor do pairs + + + - - + - -

36 Main Mass / Count Dimension
, water, flour, sugar, ... )

37 Mass / Count (lack of) Agreement along the Main Dimension
High variance Language Entropy *Armenian 1.63 *Italian 1.96 *Marathi 2.15 English 2.66 Hebrew 2.11 Hindi 1.54 *Semantics (2.01) 1.58 (C) 1.24 (A) Low MI

38 Mass / Count (lack of) Agreement in the full space
Language Entropy *Armenian 2.29 *Italian 3.02 *Marathi 2.71 English 3.92 Hebrew 3.40 Hindi 2.12 *Semantics (3.72) 2.94 (C) 2.34 (A)

39 Mass / Count Agreement vs the Artificial control

40 Mass / Count in the CHILDES Corpus

41 yet Mass / Count Syntax was ready to help
Mass markers Count markers Multi-dimensional scaling in the space of self-organized markers

42 Mass / Count Tentative Conclusions
Binary rules are non-binary and unruly: Little agreement across languages Limited basis on underlying semantics Grammaticalization matures independently self-organized input driven

43 maybe that is because learning occurs on a rough landscape
semantics might look something like this..

44 Mean-field theory of the Potts glass
Phys. Rev. Lett. 55, 304 – Published 15 July 1985 D. J. Gross, I. Kanter, and H. Sompolinsky predicts complex glassy behavior in Potts networks.. ..what do we see in simulations (with limited asymmetry)? half successes failures No Symmetry + Disorder + Frustration + High Dimensionality … *many funs*

45 (+)n+ (+)n+ ++- -(-)- Neocortex Hippocampus Cerebellum Basal ganglia
Lamination, Arealization Hippocampus (+)n+ DG input sparsifier CA1 feed-forward Who is cutting-edge, in cerebellar technology? Cerebellum ++- Expansion recoding, Private teachers Basal ganglia -(-)- Massive funnelling Tonic output firing Tectum Olfactory bulb Spinal cord Computational paradigms 100’s Myrs old that we fail to understand

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