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  1. Mathematical Cognition: Brain and Cognitive Research and Its Implications for Education.Qi Dong, Hong-Chuan Zhang & Xin-lin Zhou - 2019 - Journal of Human Cognition 3 (1):25-40.
    Mathematical cognition is one of the most important cognitive functions of human beings. The latest brain and cognitive research have shown that mathematical cognition is a system with multiple components and subsystems. It has phylogenetic root, also is related to ontogenetic development and learning, relying on a large-scale cerebral network including parietal, frontal and temporal regions. Especially, the parietal cortex plays an important role during mathematical cognitive processes. This indicates that language and visuospatial functions are both key to mathematical cognition. (...)
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  • The link between deductive reasoning and mathematics.Kinga Morsanyi, Teresa McCormack & Eileen O'Mahony - 2018 - Thinking and Reasoning 24 (2):234-257.
    Recent studies have shown that deductive reasoning skills are related to mathematical abilities. Nevertheless, so far the links between mathematical abilities and these two forms of deductive inference have not been investigated in a single study. It is also unclear whether these inference forms are related to both basic maths skills and mathematical reasoning, and whether these relationships still hold if the effects of fluid intelligence are controlled. We conducted a study with 87 adult participants. The results showed that transitive (...)
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  • Are Individual Differences in Arithmetic Fact Retrieval in Children Related to Inhibition?Elien Bellon, Wim Fias & Bert De Smedt - 2016 - Frontiers in Psychology 7:180700.
    Although it has been proposed that inhibition is related to individual differences in mathematical achievement, it is not clear how it is related to specific aspects of mathematical skills, such as arithmetic fact retrieval. The present study therefore investigated the association between inhibition and arithmetic fact retrieval and further examined the unique role of inhibition in individual differences in arithmetic fact retrieval, in addition to numerical magnitude processing. We administered measures of cognitive inhibition (i.e., numerical and non-numerical stroop tasks) and (...)
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  • The use of procedural knowledge in simple addition and subtraction problems.Michel Fayol & Catherine Thevenot - 2012 - Cognition 123 (3):392-403.
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  • Symbolic number ordering strategies and math anxiety.Natalia Dubinkina, Francesco Sella, Stefanie Vanbecelaere & Bert Reynvoet - 2023 - Cognition and Emotion 37 (3):439-452.
    Math anxiety results in a drop in performance on various math-related tasks, including the symbolic number ordering task in which participants decide whether a triplet of digits is presented in order (e.g. 3-5-7) or not (e.g. 3-7-5). We investigated whether the strategy repertoire and reaction times during a symbolic ordering task were affected by math anxiety. In study 1, participants performed an untimed symbolic number ordering task and indicated the strategy they used on a trial-by-trial basis. The use of the (...)
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  • Children's Strategy Choices on Complex Subtraction Problems: Individual Differences and Developmental Changes.Sara Caviola, Irene C. Mammarella, Massimiliano Pastore & Jo-Anne LeFevre - 2018 - Frontiers in Psychology 9:377863.
    We examined how children’s strategy choices in solving complex subtraction problems are related to grade and to variations in problem complexity. In two studies, third- and fifth-grade children (N≈160 each study) solved multi-digit subtraction problems (e.g., 34 - 18) and described their solution strategies. In the first experiment, strategy selection was investigated by means of a free-choice paradigm, whereas in the second study a discrete-choice approach was implemented. In both experiments, analyses of strategy repertoire indicated that third-grade children were more (...)
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  • Perceiving fingers in single-digit arithmetic problems.Ilaria Berteletti & James R. Booth - 2015 - Frontiers in Psychology 6.
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  • Older and younger adults' strategy use and execution in currency conversion tasks: Insights from French franc to euro and euro to French franc conversions.Patrick Lemaire & Mireille Lecacheur - 2001 - Journal of Experimental Psychology: Applied 7 (3):195.
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  • Different Subcomponents of Executive Functioning Predict Different Growth Parameters in Mathematics: Evidence From a 4-Year Longitudinal Study With Chinese Children.Wei Wei, Liyue Guo, George K. Georgiou, Athanasios Tavouktsoglou & Ciping Deng - 2018 - Frontiers in Psychology 9.
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  • The relation between language and arithmetic in bilinguals: insights from different stages of language acquisition.Amandine Van Rinsveld, Martin Brunner, Karin Landerl, Christine Schiltz & Sonja Ugen - 2015 - Frontiers in Psychology 6.
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  • Early Engagement of Parietal Cortex for Subtraction Solving Predicts Longitudinal Gains in Behavioral Fluency in Children.Macarena Suárez-Pellicioni, Ilaria Berteletti & James R. Booth - 2020 - Frontiers in Human Neuroscience 14.
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  • Generative processing underlies the mutual enhancement of arithmetic fluency and math-grounding number sense.Ivilin P. Stoianov - 2014 - Frontiers in Psychology 5.
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  • Spatial complexity of character-based writing systems and arithmetic in primary school: a longitudinal study.Maja Rodic, Tatiana Tikhomirova, Tatiana Kolienko, Sergey Malykh, Olga Bogdanova, Dina Y. Zueva, Elena I. Gynku, Sirui Wan, Xinlin Zhou & Yulia Kovas - 2015 - Frontiers in Psychology 6.
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  • The neural bases of the multiplication problem-size effect across countries.Jérôme Prado, Jiayan Lu, Li Liu, Qi Dong, Xinlin Zhou & James R. Booth - 2013 - Frontiers in Human Neuroscience 7.
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  • Children’s quantitative Bayesian inferences from natural frequencies and number of chances.Stefania Pighin, Vittorio Girotto & Katya Tentori - 2017 - Cognition 168 (C):164-175.
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  • Operation-Specific Lexical Consistency Effect in Fronto-Insular-Parietal Network During Word Problem Solving.Chan-Tat Ng, Tzu-Chen Lung & Ting-Ting Chang - 2021 - Frontiers in Human Neuroscience 15.
    The practice of mathematical word problem is ubiquitous and thought to impact academic achievement. However, the underlying neural mechanisms are still poorly understood. In this study, we investigate how lexical consistency of word problem description is modulated in adults' brain responses during word problem solution. Using functional magnetic resonance imaging methods, we examined compare word problems that included relational statements, such as “A dumpling costs 9 dollars. A wonton is 2 dollars less than a dumpling. How much does a wonton (...)
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  • The influence of cardiorespiratory fitness on strategic, behavioral, and electrophysiological indices of arithmetic cognition in preadolescent children.R. Davis Moore, Eric S. Drollette, Mark R. Scudder, Aashiv Bharij & Charles H. Hillman - 2014 - Frontiers in Human Neuroscience 8.
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  • Running the number line: Rapid shifts of attention in single-digit arithmetic.Romain Mathieu, Audrey Gourjon, Auriane Couderc, Catherine Thevenot & Jérôme Prado - 2016 - Cognition 146 (C):229-239.
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  • Increasing magnitude counts more: Asymmetrical processing of ordinality in 4-month-old infants.Viola Macchi Cassia, Marta Picozzi, Luisa Girelli & Maria Dolores de Hevia - 2012 - Cognition 124 (2):183-193.
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  • Oscillatory EEG Correlates of Arithmetic Strategies: A Training Study.Roland H. Grabner & Bert De Smedt - 2012 - Frontiers in Psychology 3.
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  • A Single-Boundary Accumulator Model of Response Times in an Addition Verification Task.Thomas J. Faulkenberry - 2017 - Frontiers in Psychology 8.
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  • Training Can Increase Students’ Choices for Written Solution Strategies and Performance in Solving Multi-Digit Division Problems.Marije F. Fagginger Auer, Marian Hickendorff & Cornelis M. Van Putten - 2018 - Frontiers in Psychology 9:365337.
    Making adaptive choices between solution strategies is a central element of contemporary mathematics education. However, previous studies signal that students make suboptimal choices between mental and written strategies to solve division problems. In particular, some students of a lower math ability level appear inclined to use mental strategies that lead to lower performance. The current study uses a pretest-training-posttest design to investigate the extent to which these students’ choices for written strategies and performance may be increased. Sixth graders of below-average (...)
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  • Infants’ detection of increasing numerical order comes before detection of decreasing number.Maria Dolores de Hevia, Margaret Addabbo, Elena Nava, Emanuela Croci, Luisa Girelli & Viola Macchi Cassia - 2017 - Cognition 158 (C):177-188.
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  • Discrimination of ordinal relationships in temporal sequences by 4-month-old infants.Maria Dolores de Hevia, Viola Macchi Cassia, Ludovica Veggiotti & Maria Eirini Netskou - 2020 - Cognition 195 (C):104091.
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  • Strategy choice for arithmetic verification: effects of numerical surface form.Jamie I. D. Campbell & Jonathan Fugelsang - 2001 - Cognition 80 (3):B21-B30.
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  • Arabic digit naming speed: Task context and redundancy gain.Jamie I. D. Campbell & Arron W. S. Metcalfe - 2008 - Cognition 107 (1):218-237.
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  • Going Beyond Theory: Constructivism and Empirical Phenomenology.U. Kordeš - 2016 - Constructivist Foundations 11 (2):375-385.
    Context: Epistemologically, constructivism has reached its goals, particularly by emphasizing the idea of participatory observation, circularity, and the fact that construction is based on experience. However, rather than research, the main occupation of constructivists and second-order cyberneticians seems to lie in making the case for their epistemological idea, which has been exhausted in many aspects. Purpose: To counteract this exhaustion and an increasingly apparent lack of energy, it is argued that constructivism requires a dedicated field of research, a field where (...)
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