ntl – converging constraints

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NTL – Converging Constraints Basic concepts and words derive their meaning from embodied experience. Abstract and theoretical concepts derive their meaning from metaphorical maps to more basic embodied concepts. Structured Connectionist Models can capture both of these processes nicely. Grammar extends this by Constructions: pairings of form with embodied meaning.

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NTL – Converging Constraints. Basic concepts and words derive their meaning from embodied experience. Abstract and theoretical concepts derive their meaning from metaphorical maps to more basic embodied concepts. Structured Connectionist Models can capture both of these processes nicely. - PowerPoint PPT Presentation

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Page 1: NTL – Converging Constraints

NTL – Converging Constraints

• Basic concepts and words derive their meaning from embodied experience.

• Abstract and theoretical concepts derive their meaning from metaphorical maps to more basic embodied concepts.

• Structured Connectionist Models can capture both of these processes nicely.

• Grammar extends this by Constructions: pairings of form with embodied meaning.

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Simulation-based language understanding

“Harry walked to the cafe.”

Schema Trajector Goalwalk Harry cafe

Analysis Process

Simulation Specification

Utterance

SimulationCafe

Constructions

General Knowledge

Belief State

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19Konvens, 09.10.2000

The ICSI/BerkeleyNeural Theory of Language Project

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Background: Primate Motor Control• Relevant requirements (Stromberg, Latash, Kandel, Arbib,

Jeannerod, Rizzolatti)– Should model coordinated, distributed, parameterized control

programs required for motor action and perception.– Should be an active structure.– Should be able to model concurrent actions and interrupts.

• Model– The NTL project has developed a computational model based on that

satisfies these requirements (x- schemas).– Details, papers, etc. can be obtained on the web at

http://www.icsi.berkeley.edu/NTL

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Active representations• Many inferences about actions derive from what we know

about executing them

• Representation based on stochastic Petri nets captures dynamic, parameterized nature of actions

Walking:

bound to a specific walker with a direction or goal

consumes resources (e.g., energy)may have termination condition

(e.g., walker at goal) ongoing, iterative action

walker=Harry

goal=home

energy

walker at goal

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Somatotopy of Action ObservationSomatotopy of Action Observation

Foot ActionFoot Action

Hand ActionHand Action

Mouth ActionMouth Action

Buccino et al. Eur J Neurosci 2001

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Active Motion Model

Evolving Responses of Competing Models over Time.

Nigel Goddard

1989

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Language Development in Children

• 0-3 mo: prefers sounds in native language• 3-6 mo: imitation of vowel sounds only• 6-8 mo: babbling in consonant-vowel segments• 8-10 mo: word comprehension, starts to lose sensitivity to

consonants outside native language• 12-13 mo: word production (naming)• 16-20 mo: word combinations, relational words (verbs,

adj.)• 24-36 mo: grammaticization, inflectional morphology• 3 years – adulthood: vocab. growth, sentence-level

grammar for discourse purposes

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cow

apple ball yes

juice bead girl down no more

bottle truck baby woof yum go up this more

spoon hammer shoe daddy moo whee get out there bye

banana box eye momy choo-choo

uhoh sit in here hi

cookie horse door boy boom oh open on that no

food toys misc. people sound emotion action prep. demon. social

Words learned by most 2-year olds in a play school (Bloom 1993)

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Learning Spatial Relation Words Terry Regier

A model of children learning spatial relations.

Assumes child hears one word label of scene.

Program learns well enough to label novel scenes correctly.

Extended to simple motion scenarios, like INTO.

System works across languages.

Mechanisms are neurally plausible.

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Learning System

We’ll look at the details next lecture

dynamic relations(e.g. into)

structured connectionistnetwork (based on visual system)

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Limitations

• Scale• Uniqueness/Plausibility• Grammar• Abstract Concepts• Inference• Representation• Biological Realism

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physics lowest energy state

chemistry molecular

minima

biology fitness, MEU

neuroeconomics

vision threats,

friends

language errors,

NTL

Constrained Best Fit in Nature

inanimate animate

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Learning Verb MeaningsDavid Bailey

A model of children learning their first verbs.Assumes parent labels child’s actions.Child knows parameters of action, associates with

wordProgram learns well enough to: 1) Label novel actions correctly 2) Obey commands using new words (simulation)System works across languagesMechanisms are neurally plausible.

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Motor Control (X-schema) for SLIDE

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Parameters for the SLIDE X-schema

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Feature Structures for PUSH

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System Overview

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Learning Two Senses of PUSH

Model merging based on Bayesian MDL

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Training ResultsDavid Bailey

English• 165 Training Examples, 18 verbs• Learns optimal number of word senses (21)• 32 Test examples : 78% recognition, 81% action• All mistakes were close lift ~ yank, etc.• Learned some particle CXN,e.g., pull up

Farsi • With identical settings, learned senses not in English

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Learning Two Senses of PUSH

Model merging based on Bayesian MDL

Page 28: NTL – Converging Constraints

physics lowest energy state

chemistry molecular

minima

biology fitness, MEU

neuroeconomics

vision threats,

friends

language errors,

NTL

Constrained Best Fit in Nature

inanimate animate

Page 29: NTL – Converging Constraints

Model Merging and Recruitment

Word Learning requires “fast mapping”.

Recruitment Learning is a Connectionist

Level model of this.

Model Merging is a practical Computational

Level method for fast mapping.

Bailey’s thesis outlines the reduction and some versions have been built.

The full story requires Bayesian MDL, later.

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The Idea of Recruitment Learning

• Suppose we want to link up node X to node Y

• The idea is to pick the two nodes in the middle to link them up

• Can we be sure that we can find a path to get from X to Y?

KBFP )1(link no the point is, with a fan-out of 1000, if we allow 2 intermediate layers, we can almost always find a path

XX

YY

BBNN

KK

F = B/NF = B/N

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Recruiting triangle nodes• Let’s say we are trying to remember a green circle

• currently weak connections between concepts (dotted lines)

has-color

blue green round oval

has-shape

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Strengthen these connections

• and you end up with this picture

has-color

blue green round oval

has-shapeGreencircle

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