[blank_start]Contingency[blank_end] is how predictive the CS is of the US.
[blank_start]Contiguity[blank_end] is the relationship of a CS and US in time and space.
Respuesta
Contingency
Contiguity
Continuation
Pregunta 2
Pregunta
[blank_start]Simultaneous conditioning:[blank_end] Very little conditioning
[blank_start]Trace conditioning:[blank_end] Conditioning depends on size of the trace interval
[blank_start]Backward conditioning:[blank_end] No conditioning occurs
[blank_start]Delay conditioning:[blank_end] The most effective conditioning
Respuesta
Simultaneous conditioning:
Trace conditioning:
Backward conditioning:
Delay conditioning:
Excitatory:
Inhibitory:
Pregunta 3
Pregunta
What kinds of contingency can we have?
Respuesta
Positive
Negative
None
Discriminative
Disinhibitory
Pregunta 4
Pregunta
Which of the following is NOT a rule from the Rescorla-Wagner model?
Respuesta
The larger the discrepancy between the strength of the expectation and
the strength of the US, the greater the conditioning that occurs (either
excitatory or inhibitory).
More salient CSs will condition faster.
If 2 or more CSs are presented together the subjects expectation will be equal to their total strength.
Latent inhibition occurs because of pre-training of the zero expectations.
Pregunta 5
Pregunta
According to the Rescorla-Wagner model, what would negate the blocking effect?
Respuesta
An increased US during compound pairing.
Shorter contiguities.
Better contingency rates.
Introducing a new context.
Pregunta 6
Pregunta
According to the Rescorla-Wagner model, what effect occurs when 2 CSs conditioned separately and presented together but with no increase in the level of US?
Respuesta
Unblocking
Latent inhibition
Over-expectation
Over-excitement
Pregunta 7
Pregunta
In what ways do the comparator theories differ from the Rescorla-Wagner model?
Respuesta
Comparator models assume that the CS and the context acquire excitatory strength.
Comparator theories assume that for a CS to elicit a CR it has to outweigh the CR of the context.
The Rescorla-Wagner model assumes that for a CS to elicit a CR it has to outweigh the CR of the context.
The Rescorla-Wagner model assumes that the CS and the context acquire excitatory strength.