Pedro Pinheiro-Chagas
Affiliations: | Neurospin, CEA, Inserm |
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"Pedro Pinheiro-Chagas"Mean distance: 14.05 (cluster 23) | S | N | B | C | P |
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Sign in to add trainee| Isabella-Starling Alves | grad student | 2014-2016 | Federal University of Minas Gerais (UFMG) |
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Publications
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| Guez A, Piazza M, Pinheiro-Chagas P, et al. (2022) Preschool language and visuospatial skills respectively predict multiplication and addition/subtraction skills in middle school children. Developmental Science. e13316 |
| Dotan D, Pinheiro-Chagas P, Al Roumi F, et al. (2019) Track It to Crack It: Dissecting Processing Stages with Finger Tracking. Trends in Cognitive Sciences |
| Didino D, Pinheiro-Chagas P, Wood G, et al. (2019) Response: Commentary: The Developmental Trajectory of the Operational Momentum Effect. Frontiers in Psychology. 10: 160 |
| Borghesani V, de Hevia MD, Viarouge A, et al. (2018) Processing number and length in the parietal cortex: Sharing resources, not a common code. Cortex; a Journal Devoted to the Study of the Nervous System and Behavior |
| Pinheiro-Chagas P, Piazza M, Dehaene S. (2018) Decoding the processing stages of mental arithmetic with magnetoencephalography. Cortex; a Journal Devoted to the Study of the Nervous System and Behavior |
| Pinheiro-Chagas P, Didino D, Haase VG, et al. (2018) The Developmental Trajectory of the Operational Momentum Effect. Frontiers in Psychology. 9: 1062 |
| Pinheiro-Chagas P, Daitch A, Parvizi J, et al. (2018) Brain Mechanisms of Arithmetic: A Crucial Role for Ventral Temporal Cortex. Journal of Cognitive Neuroscience. 1-15 |
| Baek S, Daitch AL, Pinheiro-Chagas P, et al. (2018) Neuronal Population Responses in the Human Ventral Temporal and Lateral Parietal Cortex during Arithmetic Processing with Digits and Number Words. Journal of Cognitive Neuroscience. 1-8 |
| Pinheiro-Chagas P, Dotan D, Piazza M, et al. (2017) Finger Tracking Reveals the Covert Stages of Mental Arithmetic. Open Mind : Discoveries in Cognitive Science. 1: 30-41 |
| Pinheiro-Chagas P, Wood G, Knops A, et al. (2014) In how many ways is the approximate number system associated with exact calculation? Plos One. 9: e111155 |