Heterogeneity of Developmental Dyscalculia: Cases with Different Deficit Profiles

scientific article published on January 2016

Heterogeneity of Developmental Dyscalculia: Cases with Different Deficit Profiles is …
instance of (P31):
scholarly articleQ13442814

External links are
P356DOI10.3389/FPSYG.2016.02000
P932PMC publication ID5209352
P698PubMed publication ID28101068

P2093author name stringLinda Olsson
Ulf Träff
Rickard Östergren
Kenny Skagerlund
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Foundational numerical capacities and the origins of dyscalculiaQ34145407
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Time required for judgements of numerical inequalityQ34244272
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Basic numerical skills in children with mathematics learning disabilities: a comparison of symbolic vs non-symbolic number magnitude processingQ34495844
Dyslexia and dyscalculia: two learning disorders with different cognitive profiles.Q34978062
Dysfunctional neural network of spatial working memory contributes to developmental dyscalculia.Q34987872
Complexities in Identifying and Defining Mathematics Learning Disability in the Primary School-Age YearsQ35002572
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The parietal cortex and the representation of time, space, number and other magnitudesQ37504250
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Numbers and time doubly dissociateQ42611518
A case study of arithmetic facts dyscalculia caused by a hypersensitivity-to-interference in memory.Q44475367
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Defective number module or impaired access? Numerical magnitude processing in first graders with mathematical difficultiesQ48176240
Brain activation patterns during measurement of sub- and supra-second intervalsQ48240419
The equality of quantityQ48252564
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Quantity determination and the distance effect with letters, numbers, and shapes: a functional MR imaging study of number processingQ48385354
Parietal representation of symbolic and nonsymbolic magnitudeQ48386240
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Developmental change in the acuity of the "Number Sense": The Approximate Number System in 3-, 4-, 5-, and 6-year-olds and adultsQ48924847
Dissociating neural correlates of cognitive components in mental calculationQ48933450
Meta-analyses of developmental fMRI studies investigating typical and atypical trajectories of number processing and calculation.Q49044439
Cognitive Risk Factors for Specific Learning Disorder: Processing Speed, Temporal Processing, and Working Memory.Q50641440
Number Processing and Heterogeneity of Developmental Dyscalculia: Subtypes With Different Cognitive Profiles and Deficits.Q50682684
Do subitizing deficits in developmental dyscalculia involve pattern recognition weakness?Q50767418
Temporal abnormalities in children with developmental dyscalculia.Q50780191
Numerical and nonnumerical estimation in children with and without mathematical learning disabilities.Q51489346
A disassociation between physical and mental number bisection in developmental dyscalculia.Q51683576
Typical and atypical development of basic numerical skills in elementary school.Q51841432
Core information processing deficits in developmental dyscalculia and low numeracy.Q51868907
Working memory failures in children with arithmetical difficulties.Q51873457
Horizontal spatial representations of time: evidence for the STEARC effect.Q51892192
Impaired parietal magnitude processing in developmental dyscalculia.Q51898252
Working memory deficit in children with mathematical difficulties: a general or specific deficit?Q51928384
Numerosity-duration interference: a Stroop experiment.Q51966627
P407language of work or nameEnglishQ1860
P921main subjectdyscalculiaQ742672
fatal familial insomniaQ862872
P304page(s)2000
P577publication date2016-01-01
P1433published inFrontiers in PsychologyQ2794477
P1476titleHeterogeneity of Developmental Dyscalculia: Cases with Different Deficit Profiles
P478volume7

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cites work (P2860)
Q57817133Associative Cognitive Factors of Math Problems in Students Diagnosed With Developmental Dyscalculia
Q47171410Developmental Dyscalculia and Automatic Magnitudes Processing: Investigating Interference Effects between Area and Perimeter
Q54960218Innate or Acquired? - Disentangling Number Sense and Early Number Competencies.
Q93186202Logical Reasoning, Spatial Processing, and Verbal Working Memory: Longitudinal Predictors of Physics Achievement at Age 12-13 Years

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