<p>Within experiments, numbers of solved problems are depicted as a function of subset and condition. In the approximation-first and the computation-first conditions, Subset 1 refers to commutative problems, and Subset 2 to noncommutative baseline problems. In the control condition, subsets 1 and 2 only contained noncommutative problems. Error bars reflect within-participants confidence intervals based on the MSe of the Condition X Subset Interaction [<a href="http://www.plosone.org/article/info:doi/10.1371/journal.pone.0142551#pone.0142551.ref051" target="_blank">51</a>].</p
Experiments 1 and 2: Proportion (frequency) of choosing across showups and overall.</p
International audienceThe basic question of the present experiment was whether people use a combinat...
The uncovered set has frequently been proposed as a solution concept for decision-making environment...
<p>Within experiments, commutative and noncommutative problems are depicted separately for the appro...
<p>Problems in bold indicate the commutative pairs of the respective task.</p><p>Examples of the pro...
<div><p>How can we enhance the understanding of abstract mathematical principles in elementary schoo...
<p>Mean number of solved approximation problems, rates of correct answers in general as well as sepa...
A robust finding of past research is that the number types involved in a problem statement strongly ...
<p>Mean number of solved approximation problems, rates of correct answers in general as well as sepa...
<p>First session in which individuals solved each experimental condition in Experiment 1 and individ...
It was the purpose of this study (1) to investigate the nature of the computational errors made by m...
There is substantial empirical evidence showing the impact of number type on the solution of problem...
Differences between physical and computer experiments • The code is deterministic. There is no rando...
From a philosophical viewpoint, mathematics has traditionally been dis-tinguished from the natural s...
People spontaneously discover new representations during problem solving. Discovery of a mathematica...
Experiments 1 and 2: Proportion (frequency) of choosing across showups and overall.</p
International audienceThe basic question of the present experiment was whether people use a combinat...
The uncovered set has frequently been proposed as a solution concept for decision-making environment...
<p>Within experiments, commutative and noncommutative problems are depicted separately for the appro...
<p>Problems in bold indicate the commutative pairs of the respective task.</p><p>Examples of the pro...
<div><p>How can we enhance the understanding of abstract mathematical principles in elementary schoo...
<p>Mean number of solved approximation problems, rates of correct answers in general as well as sepa...
A robust finding of past research is that the number types involved in a problem statement strongly ...
<p>Mean number of solved approximation problems, rates of correct answers in general as well as sepa...
<p>First session in which individuals solved each experimental condition in Experiment 1 and individ...
It was the purpose of this study (1) to investigate the nature of the computational errors made by m...
There is substantial empirical evidence showing the impact of number type on the solution of problem...
Differences between physical and computer experiments • The code is deterministic. There is no rando...
From a philosophical viewpoint, mathematics has traditionally been dis-tinguished from the natural s...
People spontaneously discover new representations during problem solving. Discovery of a mathematica...
Experiments 1 and 2: Proportion (frequency) of choosing across showups and overall.</p
International audienceThe basic question of the present experiment was whether people use a combinat...
The uncovered set has frequently been proposed as a solution concept for decision-making environment...