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Models of Cognitive Processes: Models of Cognitive Processes:

Models of Cognitive Processes: - PowerPoint Presentation

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Models of Cognitive Processes: - PPT Presentation

Historical Introduction with a Focus on Parallel Distributed Processing Models Psychology 209 Stanford University Jan 7 2013 Early History of the Study of Human Mental Processes Introspectionism Wundt Titchener ID: 276412

processing models learning pdp models processing pdp learning processes neural cognitive human cognition activation approaches connections knowledge work bayesian

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Slide1

Models of Cognitive Processes:Historical Introduction with a Focus on Parallel Distributed Processing Models

Psychology 209

Stanford University

Jan 7, 2013Slide2

Early History of the Study of Human Mental ProcessesIntrospectionism (Wundt, Titchener)

Thought as conscious content, but two problems:

Suggestibility

Gaps

Freud suggests that mental processes are not all conscious

Behaviorism (Watson, Skinner) eschews talk of mental processes altogetherSlide3

Early Computational Models of Human Cognition (1950-1980)

The computer contributes to the overthrow of behaviorism.

Computer simulation models emphasize strictly sequential operations, using flow charts.

Simon announces that computers can ‘think’.

Symbol processing languages are introduced allowing some success at theorem proving, problem solving, etc.

Minsky and Pappert kill off Perceptrons.Cognitive psychologists distinguish between algorithm and hardware.Neisser deems physiology to be only of ‘peripheral interest’Psychologists investigate mental processes as sequences of discrete stages.Slide4
Slide5

Ubiquity of the Constraint SatisfactionProblem

In sentence processing

I saw the grand canyon flying to New York

I saw the sheep grazing in the field

In comprehension

Margie was sitting on the front steps when she heard the familiar jingle of the “Good Humor” truck. She remembered her birthday money and ran into the house.In reaching, grasping, typing…Slide6
Slide7

Graded and variable nature of neuronal responsesSlide8

Lateral Inhibition in Eye of Limulus (Horseshoe Crab)Slide9

The Interactive Activation ModelSlide10

Interactive activation and probabilistic computationRumelhart’s

first effort to understand context effects in perception was formulated in explicitly probabilistic models.

Although he abandoned this formulation in favor of a neural network formulation, we will see that neural network models very similar to the IA model can be understood in explicit probabilistic terms.

Likewise, neural network models can be related to other sorts of models, including the drift-diffusion model of decision making and exemplar models of categorization and memory.

One of the goals of the course this year will be to explore these linkages more fully.Slide11

Synaptic Transmission and LearningLearning may occur by changing the strengths of connections

.

Addition and deletion of synapses, as well as larger changes in dendritic and axonal arbors, also occur in response to experience

.

[Recent

evidence suggests that neurons may be added under certain circumstances.]

Pre

PostSlide12

Connection-based learning creates implicit knowledge

Connection adjustment affects processing, not necessarily conscious awareness.

But not all learning is implicit.

Connection based learning can also be used to reinstate patterns of activation or to ‘auto-associate’ some elements of a pattern with other elements.

Perhaps we are aware of the patterns, but not of the connections that support their activation.Slide13

Cognitive Neuropsychology (1970’s)Geshwind’s disconnection syndromes:

Conduction Aphasia

Patient can understand and produce spoken language but cannot repeat sentences or nonwords

Alexia without Agraphia

Deep and surface dyslexia (1970’s):

Deep dyslexics can’t read non-words (e.g. VINT), make semantic errors in reading words (PEACH -> ‘apricot’)Surface dyslexics can read non-words, and regular words (e.g. MINT) but often regularize exceptions (PINT).Work leads to ‘box-and-arrow’ models, reminiscent of flow-chartsSlide14
Slide15

Graceful Degradation in Neuropsychology

Patient deficits are seldom all or none

This is true both at the

task

and at the

item level.Performance is slower, more errorful, and requires more contextual support.And error patterns are far from random:Visual and semantic errors in deep dyslexia suggest degradation, rather than loss of a module or disconnectionRegularization errors depend on a word’s frequency, and how many other exceptions there are that are like it

Effects of lesions to units and connections in distributed connectionist models nicely capture these features of neuropsychological deficits.Slide16

Core Principles of Parallel Distributed Processing

Processing occurs via interactions among neuron-like processing units via weighted connections.

A representation is a pattern of activation.

The knowledge is in the connections.

Learning occurs through gradual connection adjustment, driven by experience.

Learning affects both representation and processing.

H I N T

/h/ /i/ /n/ /t/Slide17

Implications of this approach

Knowledge that is otherwise represented in explicit form is inherently implicit in PDP:

Rules

Propositions

Lexical entries…

None of these things are represented as such in a connectionist/PDP models.Knowledge that others have claimed must be innate and pre-specified domain-by-domain often turns out to be learnable within the PDP approach.

Thus the approach provides an alternative to other ways of looking at many aspects of knowledge-dependent cognition and development.

While the approach allows for structure (e.g. in the organization and interconnection of processing modules; structured similarity relations among patterns of activation), processing is generally far more distributed, representation is less explicit, and causal attribution becomes more complex.Slide18

In short…

Models that link human cognition to the underlying neural mechanisms of the brain simultaneously provide alternatives to earlier ways of understanding processing, learning, and representation at a cognitive level.Slide19

The PDP Approach…Attempts to explain human cognition as an emergent consequence of neural processes.

Global outcomes, local processes

Forms a natural bridge between cognitive science on the one hand and neuroscience on the other.

Is an ongoing process of exploration.

Depends critically on computational modeling and mathematical analysis.Slide20

Beyond PDP

Since the PDP work began, several new approaches and communities have arisen

NIPS/Machine Learning Community

Computational Neuroscience Community

Bayesian Approaches in Cognitive Science and Cognitive Neuroscience

Many of the models we consider belong more to these communities than to what might be called ‘Classic PDP’Much of my own work now involves eitherConstucting models at the interface between PDP and other approaches

Attempting to understand the relationship between PDP models and models formulated in other frameworks, including Bayesian approaches.

A good fraction of the course material will cover work of this type, and links between such work and PDP models.Slide21

This course…

Invites

you

to join the ongoing exploration of human cognition using PDP models and related approaches to mind, brain, and computation.

Focuses ultimately on human cognition and the underlying neural mechanisms, rather than abstract computational theory or artificial intelligence.

Includes exercises that provides an introduction to the modeling process and its mathematical foundations, preparing you to join the ongoing exploration.Slide22

Assignment for WednesdayRead:

* McClelland

, J. L. (2013).

Bayesian inference, generative models, and probabilistic computations in interactive neural networks.

Draft, Jan. 6. 2013, Department of Psychology, Stanford University.

Pages 1-28.and for a primer on real neurons:† Kolb, B. and Whishaw, I. Q. (1980). Physiological organization of the nervous system. Chapter 2 of Fundamentals of Human Neuropsychology (pp. 31-42). San Francisco: Freeman.We will discuss connectionist units and their properties in relation both to Bayesian computations and physiology of real neurons.