Brainerd, C.
J., Reyna, V. F. & Mojardin, A. H. (1999). Conjoint recognition. Psychological
Review, 106, 160-179.
Conjoint Recognition is a dual process model of recognition
memory similar in flavor to process dissociation, but quite different in
terms of its underlying conceptual framework. It's based on many of the
ideas originally developed in Fuzzy Trace Theory.
In this summary I will follow the article in that I will
(1) Describe Process Dissociation and the problems the authors have with
that model (2) Describe Conjoint Recognition (3) Describe the author's
experiments and (4) Describe what they say in the General Discussion about
what you should take away from the article.
Problems With Process Dissociation?
A Description of the Process Dissociation Model
Brainerd et. al discuss Mandler's conception of recollection
and familiarity. Recollection according to Mandler involves interitem
associations (associations between items) and familiarity involves intraitem
associations (associations between the parts of individual items).
Arguably therefore, recollection should be influenced by manipulations
that emphasize conceptual analysis and familiarity by those that emphasize
perceptual analysis.
Process dissociation theory is a way of making sense of
recognition memory data and separating conscious (recollection) from unconscious
(familiarity) influences.
The theory assumes that:
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For any particular item on any test (whether direct or indirect),
you can respond based on recollection or familiarity or a combination of
the two.
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Recollection and familiarity are statistically independent.
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Recollection allows one to identify source information and
thus select or reject an item based on what source it comes from. Familiarity
does not allow one to identify source specific information.
In the process dissociation procedure people are asked either
to select items from a particular source but not from the other source
(exclusion instructions) or to select items regardless of source (inclusion
instructions).
The idea behind this is simple, items that are familiar
should be selected regardless of the instructions, because familiarity
does not allow one to distinguish between sources. However, for items
that are recollected, whether you select them or not depends on what instructions
you've been given.
Example: Say 50 items are read to subjects, half by
a male speaker and half by a female speaker. In the exclusion instructions
you might be told, only select those words that were spoken by the female
and DO NOT select any words spoken by the male. In the inclusion instructions
you might be told, don't worry about who said the words, just select any
word that was spoken by either speaker.
You are left with two important empirical probabilities.
The probability of selecting words spoken by the male speaker when given
the inclusion instructions (I). The probability of selecting words spoken
by the male speaker when given the exclusion instructions (E). So the question
is how can one figure out the parameters of having a recollection
(R) and of something feeling familiar (F) from the empirical probabilities
I and E.
Start by drawing a tree diagram of the possibilities
One thing that's nice about Process Dissociation is that
you can figure out the parameters of the model just based on the empirical
probabilities. All you have to do is use a little algebra to solve
simultaneous equations. In fact it should be obvious to you that
R=I-E (subtract the top equation from the bottom equation). It should
also be clear that F=E/(1-R).
Complaints About Process Dissociation
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The model has as many parameters (2: R and F) as there are
empirical probabilities (2: E and I). That makes it hard to falsify
through traditional goodness of fit tests.
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Some researchers have argued that R and F are not always
statistically independent.
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Some people have argued that R and F are unlikely to remain
the same in the two instructional conditions. For instance, you could
imagine if people are given the inclusion instructions they might search
memory less carefully, increasing the value of F and decreasing the value
of R.
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Process dissociation does not include a measure of response
bias (although recent extensions of the model do take response bias into
account).
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In general, Brainerd et. al point out that recollection and
familiarity cannot simply be a function of conceptual vs. perceptual processing.
Indeed, recollection is clearly influenced by manipulations of perceptual
processes and familiarity can be influenced by conceptual processes.
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Argue that false memories cannot be accounted for through
the recollection/familiarity distinction, at least not as proposed by Mandler
because:
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Recollection should not support false memories but rather
the rejection of non-presented items.
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Familiarity should not support false memories because familiarity
is based on surface overlap not semantic overlap.
The Conjoint Recognition Model
Conjoint Recognition is based on the edifice of Fuzzy Trace
Theory. Its major explanatory constructs are listed below.
They are:
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Verbatim Representations: Verbatim representations
represent information at the item level including surface features of the
item. If you see the word "DOG" your verbatim representation would
be "DOG".
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Identity Judgments: An identity judgment is one in
which the item on the test exactly matches your representation in memory.
You use identity as your decision criterion if you retrieve a verbatim
trace. If you retrieve the trace "DOG" the test item has to be exactly
"DOG".
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Non identity Judgment: A nonidentity judgment occurs
when you retrieve a verbatim trace that mismatches the test item and causes
you to realize that the test item was not an item that has been previously
presented. Nonidentity is the process that produces false recognition
reversal. Say the test item is "CAT" and you realize, "No, it wasn't
'cat' that was presented, it was 'dog'".
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Gist Representation: Gist representations represent
information at the level of general senses and meanings. If you see
the word "DOG" your gist representation might be "I saw some sort of animal."
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Similarity Judgment: A similarity judgment is one
in which you select the item on the test if it is similar to your representation
in memory. You use similarity as your decision criterion if you retrieve
a gist trace. If you retrieve the trace "some kind of animal" you
will select "DOG" to the extent that it matches your prototype for the
category animal. Conjoint Recognition includes two similarity parameters.
One for the probability of making a similarity judgment to a target and
one for the probability of making a similarity judgment to a related distractor.
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Response Bias: Conjoint Recognition includes
three response bias parameters. These refer simply to the probability
of selecting an item based on guessing, or some strategy like response
alteration (I haven't picked one in a while, I don't really remember this
one, but I better pick one soon, etc.)
Like Process Dissociation, subjects in Conjoint Recognition
experiments are run through a particular experimental paradigm. Subjects
are presented with items and then they take a recognition test that includes
three types of items. Let's say you hear the words Dog, Chair, Doctor.
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Targets: These are items that were presented to them
(e.g. dog, chair, doctor)
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Related: These are items that are semantically
related to the presented items (e.g. cat, table, nurse)
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Unrelated: These are items that are not related to
the presented items (e.g. hat, soda, pin)
People are told the three types of items that appear on the
test and are given one of three types of instructions (by the way, the
model assumes response bias differs in each of the three instructional
conditions):
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Target Instructions: These people are told to pick
only targets
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Related Instructions: These people are told to pick
only related items
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Target + Related: These people are told to pick both
targets and related items
This produces a 9 cell matrix of empirical probabilities
and an equation to represent each one. To get your results you plug
your 9 empirical probabilities into a model fitting program that derives
the model parameters that will result in the closest possible agreement
with the empirical probabilities.
Click on the cell to see a description of the equation
for each of the 9 empirical probabilities.
Experimental Evidence
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Three experiments are reported. In each experiment,
subjects listened to a list of 80 familiar words. Half the words
were read once and half the words were read twice.
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After hearing the words subjects were given detailed instructions
about their instructional condition (select Target, select Related Distractor,
select both Targets and Related Distractors).
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Recognition tests included targets (40), related distractors(20)
and unrelated distractors(20)
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Experiment 1: Related distractors were synonyms
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Experiment 2: Related distractors were antonymns
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Experiment 3: Related distractors were category names.
Experiment 3 also used the verbatim priming manipulation, where the related
distractor was immediately preceded by the relevant target for half the
items.
Results
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Goodness of Fit Test: Measures the structural adequacy
of the model.
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Goodness of fit tests are used to decide whether in comparing
the model to the empirical data you are left with so much error that you
can reject the null hypothesis that the empirical data could have been
generated by the model?
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For all three experiments the goodness of fit tests were
substantially below the level needed to reject the null hypothesis.
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They also performed monte carlo simulations to demonstrate
the the goodness of fit values obtained pretty much matched up what you
would expect based on the estimated parameter values and the number of
subjects.
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Beyond global goodness of fit test, they compared all nine
empirical probabilities individually to the values predicted based on the
derived parameters and found a close match.
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Invariance Assumption: If the parameters are
invariant across instructional conditions, then it is possible to combine
them in such a way that you can describe one empirical probability in terms
of others. If the parameters vary across instructional conditions
the equalities will not hold up. They were able to test 16 such equalities,
and found that the differences were not more than one would expect by chance.
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Similarity/Identity Predictions(See Table 7)
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At short retention intervals, judgments should be primarily
verbatim based. This prediction was confirmed in all three experiments.
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Repetition should increase verbatim memory more than gist
memory (because verbatim fades more quickly). Repetition increased
the values of I and N by more than it increased the values of the similarity
parameters.
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Antonyms are stronger associates than synonyms. This
should result in greater verbatim retrieval for antonyms than for synonyms,
resulting in more non-identity judgments. This prediction was confirmed.
-
In the verbatim priming condition you should have more non-identity
judgments. This prediction was confirmed.
General Discussion
In the general discussion the authors argue that Conjoint
Recognition has a number of important contributions to make to dual process
accounts of recognition memory including:
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Provides a model based framework for approaching dual process
theories, that has advantages over process dissociation.
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Accounts for semantic false recognitions
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Places dual process theories within the identity / similarity
rubric which they favor.