Extinction of Conditioned Behavior

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Presentation transcript:

Extinction of Conditioned Behavior Chapter 10 Extinction of Conditioned Behavior Effects of Extinction Procedures Response Recovery after Extinction Enhancing Extinction Performance “Paradoxical” Reward Effects in Extinction

Extinction Procedures Classical Conditioning: Repeated CS alone presentations Instrumental Conditioning: Responding without reinforcement

Extinction Effects Decline in responding Frustration Increase in response variability

Does the response decline in extinction reflect the loss or reversal of what was previously learned? Test for response recovery. Borrow procedures from habituation.

Mechanisms of Renewal Acquisition generalizes across contexts Extinction is context specific Acquisition and extinction create conflicting memories, making the CS ambiguous Context serves to disambiguate the significance of the CS

Enhancing Extinction Increase number of extinction trials Increase the interval between extinction trials Conduct extinction in multiple contexts Provide reminder cues for extinction Prime extinction with a CS-alone trial to facilitate incorporating extinction in reconsolidation

Persistence in Extinction (Instrumental Conditioning) Paradoxical Reward Effects– More responding in extinction after less reinforcement during initial the reinforcement phase

Frustration Theory Reward expectancy learned on reinforced trials. Frustration occurs when a trial ends in nonreward in the face of the expectation of reward. Subjects learn to respond in the face of the anticipation of frustration or the anticipation of nonreward. This learning leads to persistence in extinction.

Sequential Theory Emphasis on trial sequence: RNNRRNR On reinforced trials following nonreward, the response becomes conditioned to the memory of nonreward. The memory of nonreward serves as S in S-R, S-O, and S-(R-O) associations. Responding in the face of the memory of nonreward causes response persistence. Critical factors: Number of N-R transitions N-length (number of N’s prior to R)