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September 14, 2010
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September 14, 2010. Induction Swan 1 is white Swan 2 is white Swan 3 is white… All swans are white. Sir Karl Popper (1902-1994) Induction can’t prove.

Dec 18, 2015

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Page 1: September 14, 2010.  Induction Swan 1 is white Swan 2 is white Swan 3 is white… All swans are white.  Sir Karl Popper (1902-1994) Induction can’t prove.

September 14, 2010

Page 2: September 14, 2010.  Induction Swan 1 is white Swan 2 is white Swan 3 is white… All swans are white.  Sir Karl Popper (1902-1994) Induction can’t prove.

Induction• Swan 1 is white• Swan 2 is white• Swan 3 is white…• All swans are white.

Sir Karl Popper (1902-1994)• Induction can’t prove

theory• All it takes is one black

swan!• falsifiability

Page 3: September 14, 2010.  Induction Swan 1 is white Swan 2 is white Swan 3 is white… All swans are white.  Sir Karl Popper (1902-1994) Induction can’t prove.

Criticisms No evidence of ‘black swans’ is NOT

the same as evidence of no ‘black swans’• Absence of evidence vs evidence of absence

“Black Swan” events are relative to knowledge• Surprising events may not be surprising for

everyone

Application to cognitive processes?

Page 4: September 14, 2010.  Induction Swan 1 is white Swan 2 is white Swan 3 is white… All swans are white.  Sir Karl Popper (1902-1994) Induction can’t prove.

Thomas Samuel Kuhn (1922-1996)• Science not a linear

process• Paradigm shifts

Criteria for theory choice:• Accuracy • Consistency • Scope • Simplicity• Fruitfulness

Page 5: September 14, 2010.  Induction Swan 1 is white Swan 2 is white Swan 3 is white… All swans are white.  Sir Karl Popper (1902-1994) Induction can’t prove.

Paul Feyerabend (1924-1994)• “anything goes“• Falsification is

flawed due to implicit assumptions

• Tower argument

Page 6: September 14, 2010.  Induction Swan 1 is white Swan 2 is white Swan 3 is white… All swans are white.  Sir Karl Popper (1902-1994) Induction can’t prove.

Computational• What does the system do and why does it

do these things?

Algorithmic• How does the system do what it does,

specifically, what representations does it use, and what processes does it employ?

Implementational• How is the system physically realized?

Page 7: September 14, 2010.  Induction Swan 1 is white Swan 2 is white Swan 3 is white… All swans are white.  Sir Karl Popper (1902-1994) Induction can’t prove.

1. Computational:

Take numerical inputs and use arithmetic to create new

representation; addition

2. Algorithmic

What representation is used – decimal system, binary,

other?

What steps are followed –

mathematical rules.

3.Implementation

al

What is the hardware?

Microchip, abacus?

Page 8: September 14, 2010.  Induction Swan 1 is white Swan 2 is white Swan 3 is white… All swans are white.  Sir Karl Popper (1902-1994) Induction can’t prove.

1. Computational: combine distance and direction information to determine vector “home”

2. Algorithmic: how is this accomplished? Sun compass, count number of steps, calculation of angles?

3. Implementational: What part of the brain or nervous system is doing the calculating?

Page 9: September 14, 2010.  Induction Swan 1 is white Swan 2 is white Swan 3 is white… All swans are white.  Sir Karl Popper (1902-1994) Induction can’t prove.

What is the relationship between these levels?

Do we need all the levels or does explanation in terms of a lower level obviate the need for a higher level?• Problem: Multiple realizability?

Page 10: September 14, 2010.  Induction Swan 1 is white Swan 2 is white Swan 3 is white… All swans are white.  Sir Karl Popper (1902-1994) Induction can’t prove.
Page 11: September 14, 2010.  Induction Swan 1 is white Swan 2 is white Swan 3 is white… All swans are white.  Sir Karl Popper (1902-1994) Induction can’t prove.

“the difference in mind between man and the higher animals, great as it is, certainly is one of degree and not of kind”• Darwin, The Descent of Man

Page 12: September 14, 2010.  Induction Swan 1 is white Swan 2 is white Swan 3 is white… All swans are white.  Sir Karl Popper (1902-1994) Induction can’t prove.

Darwin vs Wallace• Does evolution apply to the

mind?

George Romanes (1848-1894)• Animal Intelligence• Anecdotal accounts

C. Lloyd Morgan (1852-1936)• Morgan’s canon• Problem of

anthropomorphism

Page 13: September 14, 2010.  Induction Swan 1 is white Swan 2 is white Swan 3 is white… All swans are white.  Sir Karl Popper (1902-1994) Induction can’t prove.

Influences from Pavlov, Thorndike, Watson, Skinner• Focus on observable events• Restrict Psychology to experimental

methods

Page 14: September 14, 2010.  Induction Swan 1 is white Swan 2 is white Swan 3 is white… All swans are white.  Sir Karl Popper (1902-1994) Induction can’t prove.

American Approach• Strict behaviorism• Focus on “How”• Commonalities between species, building

blocks of cognition European Approach

• Ethology, e.g. Lorenz & imprinting• Focus on “Why”• Differences between species

Page 15: September 14, 2010.  Induction Swan 1 is white Swan 2 is white Swan 3 is white… All swans are white.  Sir Karl Popper (1902-1994) Induction can’t prove.

1960’s: Brought the mind back into Psych

• Triggered to some degree by Chomsky’s critique of Skinner

• What happens inside the “black box”?

• Analogies like switchboards, computers

Page 16: September 14, 2010.  Induction Swan 1 is white Swan 2 is white Swan 3 is white… All swans are white.  Sir Karl Popper (1902-1994) Induction can’t prove.

Where is comparative cognition today?

Methods and approaches

Anthropomorphism

Discussion of readings• Shettleworth, 2009 (state of Comparative Cognition)• Wynne, 2007 (anthropomorphism)