Cognitive Neuroscience of Mathematical Development
Cognitive Neuroscience of Mathematical Development
批准号:
7533967
负责人:
VINOD MENON
金额:
$32.03万
依托单位:
依托单位国家:
美国
项目类别:
财政年份:
2009
资助国家:
美国
项目状态:
已结题
起止时间:
2009-08-04 至 2011-06-30
关键词:
AddressAgeBehavioralBrainChildChildhoodClinicalClinical PsychologyClinical ResearchCognitionCognitiveComplexDataDevelopmentDiffusion Magnetic Resonance ImagingFundingGoalsGrowthHumanImageIndividual DifferencesInvestigationLearningLongitudinal StudiesMediatingModelingNeurosciencesParietal LobePathway interactionsProcessPsychologistResearch DesignResearch ProposalsSamplingShort-Term MemoryStagingSystemTask PerformancesTimeUnited States National Institutes of HealthWorkbasecognitive neurosciencecognitive systemcohortdata acquisitioninsightrelating to nervous systemskill acquisitionskillssuccesswhite matter
中文摘要
数学推理能力的成熟是人类认知和学术发展的标志
英文摘要
The maturation of mathematical reasoning skills is a hallmark of human cognitive and academic
development. Cognitive, developmental, educational and clinical psychologists have provided
valuable insights into the complex and dynamic developmental changes in mathematical skills
during childhood. The ages between 7 and 10 (grades 2, 3 and 4) represent an important period
for the development of mathematical skills. However, very little is currently known about the
development of brain systems that mediate mathematical skill acquisition. The overarching goal
of our proposal is to investigate the development of mathematical skills in children using a
cognitive and systems neuroscience approach, and a longitudinal study design. The specific
aims of this clinical research proposal are to (1) Investigate longitudinal changes in cognitive
and brain processes mediating mathematical cognition at grade 4, (2) Investigate longitudinal
changes in functional and structural connectivity of brain networks underlying mathematical
cognition, and (3) Investigate the cognitive and neural basis of individual differences in
mathematical skill development. Our proposed studies will provide important insights into (1) the
neural basis of functional specialization for mathematical cognition; (2) the relation between
neural changes and changes in working memory, strategy and increased task proficiency; (3)
the developmental origins of functional specialization in the posterior parietal cortex; (4) cortical
networks and interactions that subserve mathematical task performance at different stages of
skill development; and (5) cognitive and neural factors that mediate individual differences in
learning. Taken together, this work will provide significant new information on the maturation of
brain networks important for mathematical cognition and skill acquisition. This work has the
potential to have broad impact on developmental cognitive neuroscience, brain development,
and clinical psychology.
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