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Veena Paliwal

Biographic Data

ID6528491
NAMEVeena Paliwal
GIVEN NAMESVeena
FAMILY NAMEPaliwal
SIGNATUREPALIWAL V
AFFILIATIONSUniversity of West Georgia
ORCID0000-0001-6552-9798
VERIFIEDYes
TOTAL WORKS3
TOTAL CITATIONS0
AUTHOR COUNT3
EDITOR COUNT0
FIRST PUBLICATION YEAR2018
LATEST PUBLICATION YEAR2026
H-INDEX0
  • Promoting the development of the cardinality principle

    Arthur J Baroody, Veena Paliwal et al.•ARTICLE•Mathematical Thinking and Learning•2026

    The basis for meaningful one-to-one counting is the cardinality principle (CP): The last number word used in counting a collection indicates its total. A popular view is that CP development builds on subitizing: the immediate association and labeling of a small collection with a number word. Simon etal. (2021) challenged the theoretical rationale and supporting evidence of this view, arguing in part that subitizing does not provide an adequate co…

  • Fostering the learning of subtraction concepts and the subtraction-as-addition reasoning strategy

    Open Access•Veena Paliwal, Arthur J Baroody•ARTICLE•Early Childhood Research Quarterly•2020•References: 2

  • How best to teach the cardinality principle

    Open Access•Veena Paliwal, Arthur J Baroody•ARTICLE•Early Childhood Research Quarterly•2018•References: 5

No prominent works on this page.

  • How best to teach the cardinality principle

    Open Access•Veena Paliwal, Arthur J Baroody•ARTICLE•Early Childhood Research Quarterly•2018•References: 5

  • Fostering the learning of subtraction concepts and the subtraction-as-addition reasoning strategy

    Open Access•Veena Paliwal, Arthur J Baroody•ARTICLE•Early Childhood Research Quarterly•2020•References: 2

  • Promoting the development of the cardinality principle

    Arthur J Baroody, Veena Paliwal et al.•ARTICLE•Mathematical Thinking and Learning•2026

    The basis for meaningful one-to-one counting is the cardinality principle (CP): The last number word used in counting a collection indicates its total. A popular view is that CP development builds on subitizing: the immediate association and labeling of a small collection with a number word. Simon etal. (2021) challenged the theoretical rationale and supporting evidence of this view, arguing in part that subitizing does not provide an adequate co…

Cognitive and developmental aspects of mathematical skills (2 works) · Computer Science (2 works) · Mathematics education (2 works) · Mathematics Education and Teaching Techniques (2 works) · Psychology (2 works) · Arithmetic (1 work) · Cardinality (data modeling (1 work) · Cultural Differences and Values (1 work) · Decision-Making and Behavioral Economics (1 work) · Fluency (1 work)

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