S1 (FriAM 1-65) - The Psychonomic Society
S1 (FriAM 1-65) - The Psychonomic Society
S1 (FriAM 1-65) - The Psychonomic Society
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Saturday Noon Posters 4061–4068<br />
(4061)<br />
Reasoning Over Isomorphic and Nonisomorphic Logic Structures.<br />
JOHN BEST, Eastern Illinois University—A variety of dual-process<br />
theories claim that reasoning is usually accomplished by a heuristic<br />
system that may at times be overridden by a deductively competent analytic<br />
system. One alternative states that all reasoning is accomplished<br />
by one system whose representations are strengthened with experience.<br />
In this study, subjects solved 16 conditional reasoning problems<br />
and then 3 “logic table” problems that either were isomorphs of each<br />
other, or did not share an underlying logic structure. Crossed with this<br />
condition, half of the participants were given instructions and an answer<br />
grid that emphasized the role of the analytic system. Contrary to<br />
the predictions of dual-process but consistent with single-process alternatives,<br />
the subjects in each condition solved the third logic table<br />
problem much more quickly than they did the first (mean reduction =<br />
38%), with no corresponding fall-off in deductive accuracy for any of<br />
the four groups.<br />
(4062)<br />
Cross-Cultural Cognitive Differences in Analogical Reasoning: A<br />
Computational Account. ROBERT G. MORRISON, Northwestern<br />
University, LEONIDAS A. A. DOUMAS, Indiana University, &<br />
LINDSEY E. RICHLAND, University of California, Irvine—We previously<br />
reported that when children can identify the critical relations<br />
in a scene analogy problem, development of their ability to reason<br />
analogically interacts with both relational complexity and featural distraction<br />
(Richland, Morrison, & Holyoak, 2006). Here, we report that<br />
unlike 3- to 4-year-old American children, Hong Kong children are sensitive<br />
to featural distraction, but not to relational complexity. Differences<br />
in the linguistic structure of Chinese and English task versions<br />
suggest that this result is driven by variations in children’s knowledge<br />
representations. Performance differences are eliminated when Hong<br />
Kong children perform under a working memory dual task. We present<br />
computer simulations in LISA (Hummel & Holyoak, 1997,<br />
2003) explaining these results as trade-offs between inhibition in<br />
working memory and the sophistication of relational knowledge representations.<br />
Specifically, we show that changes in inhibition can best<br />
explain the overall developmental progression; however, differences<br />
in knowledge representation best account for cultural differences.<br />
(4063)<br />
Can Domain Knowledge Improve Causal Reasoning? MICHELLE R.<br />
ELLEFSON & CHRISTIAN D. SCHUNN, University of Pittsburgh—<br />
Grasping scientific phenomena includes more than the mere memorization<br />
of scientific facts. It requires the creation of appropriate models<br />
of the relations among important aspects of scientific phenomena.<br />
Many of these relations are causal. <strong>The</strong> present study explored students’<br />
ability to reason about simple and complex causes, both within<br />
and outside of the scientific domain that they were studying. <strong>The</strong> participants<br />
were urban high school students in biology, chemistry, and<br />
physics courses (n = 99). Overall, the results suggest that reasoning<br />
about interactions among two or more causal variables is more difficult<br />
than reasoning about the main effect of one causal variable. Students<br />
did not achieve higher accuracy for reasoning questions in the<br />
domain that they were studying. <strong>The</strong>refore, because the complexity of<br />
the questions influenced performance more than domain knowledge<br />
did, the results suggest that domain knowledge is neither necessary<br />
nor sufficient for complex reasoning in introductory science courses.<br />
(4064)<br />
Thinking Dispositions, Metacognition, and Syllogistic Reasoning.<br />
JAMIE A. PROWSE TURNER, ERIN L. BEATTY, & VALERIE A.<br />
THOMPSON, University of Saskatchewan—We studied the relationship<br />
between three measures of thinking dispositions and (1) metacognitive<br />
ability and (2) reasoning performance on a syllogistic reasoning<br />
task. <strong>The</strong> measures of thinking dispositions included the general<br />
decision-making style instrument (GDMS; Scott & Bruce, 1995), the<br />
114<br />
actively open-minded thinking scale (AOT; Stanovich & West, in<br />
press), and the cognitive reflection test (CRT; Frederick, 2005). We<br />
measured metacognitive accuracy in a number of ways, including asking<br />
for item-by-item estimates of performance and several posttask estimates<br />
of performance. Regression equations established that different<br />
sets of variables predicted accuracy on the reasoning task, the<br />
item-by-item estimates, and the posttask estimates of performance.<br />
<strong>The</strong>se findings are consistent with the hypothesis that item-by-item<br />
estimates and posttask estimates tap different processes (Stankov,<br />
2000). We plan a follow-up study that includes measures of cognitive<br />
ability and performance on belief-biased materials.<br />
(4066)<br />
Premise Versus Conclusion Believability in Categorical Reasoning.<br />
SHARON LEE ARMSTRONG, La Salle University—Previous studies<br />
have shown that neutral content produces superior performance over<br />
emotional or abstract content in evaluating conditional arguments and<br />
categorical syllogisms. Furthermore, consistent with theories of motivated<br />
reasoning, it is often suggested that it is prior beliefs about<br />
conclusions that drive validity judgments. However, my previous research<br />
found that it was the believability of the first premise, rather<br />
than the believability of the conclusion, that played the primary role<br />
in predicting correct validity judgments in conditional reasoning<br />
tasks. To determine whether this finding is peculiar to conditional reasoning,<br />
the present study investigated the role of the believability of<br />
different argument statements in the evaluation of categorical syllogisms.<br />
Comparisons of the patterns of validity judgments across the<br />
two types of logic problems are discussed with regard to current theories<br />
of reasoning.<br />
(4067)<br />
<strong>The</strong> Acquisition of Causal Variables. NOAH D. GOODMAN &<br />
JOSHUA B. TENENBAUM, MIT—Standard theories of causal learning<br />
identify causal relations between preexisting variables, such as the<br />
nodes in a Bayesian network. But how are these variables acquired?<br />
How does the continuous flux of perception become symbolically<br />
coded in variables that support appropriate causal relations? We argue<br />
that whereas some variables are innate, others must be learned, in<br />
ways that depend on both bottom-up perceptual coherence and the<br />
functional role that variables play in the learner’s causal model of the<br />
world. We present a Bayesian framework for explaining how causal<br />
variables and relations can be learned simultaneously, in the form of<br />
a grounded causal model: a system of event concepts connected by<br />
causal relations and explicitly grounded in perception. We also present<br />
empirical studies showing that participants can learn grounded<br />
causal models from dynamic perceptual evidence. Several factors<br />
modulate learning difficulty as predicted by the Bayesian model, including<br />
perceptual distinctiveness and causal contrast.<br />
(4068)<br />
Similarity Falls Out of a Model of Analogy. ERIC G. TAYLOR &<br />
JOHN E. HUMMEL, University of Illinois, Urbana-Champaign (sponsored<br />
by John E. Hummel)—<strong>The</strong> concept of “similarity” plays a central<br />
role in cognition. Existing models of similarity capture either “featural”<br />
or “structural” aspects of similarity, but typically not both. We<br />
attempted to capture both by fitting similarity judgment data with the<br />
LISA model of relational reasoning (Hummel & Holyoak, 1997, 2003).<br />
LISA simulates both structural effects on similarity, such as violations<br />
of the metric axioms and the dominance of alignable over nonalignable<br />
differences in similarity judgments, and the relation between structural<br />
and featural aspects as embodied by the combined effects of MIPs and<br />
MOPs (featural matches “in” or “out of place”; Goldstone, 1994) on<br />
similarity judgments. LISA’s ability to capture both featural and structural<br />
aspects of similarity derives from its knowledge representations,<br />
which are simultaneously symbolic, by virtue of dynamically binding<br />
relational roles to their arguments, and semantically rich, by virtue of<br />
their distributed representations of those roles and arguments.