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Clements, Douglas H.; Sarama, Julie; Layzer, Carolyn; Unlu, Fatih – Journal for Research in Mathematics Education, 2023
A follow-up of a cluster-randomized trial evaluated the long-term impacts of a scale-up model composed of 10 research-based guidelines grounded in learning trajectories. Two treatment groups received the intervention during the prekindergarten year, and one of these groups received follow-through support in kindergarten and first grade.…
Descriptors: Models, Early Intervention, Mathematics Achievement, Age Differences
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Sarama, Julie; Clements, Douglas H. – American Journal of Play, 2009
The authors explore how children's play can support the development of the foundations of mathematics learning and how adults can support children's representation of--and thus the "mathematization" of--their play. The authors review research about the amount and nature of mathematics found in the free play of children. They briefly…
Descriptors: Play, Cognitive Development, Child Development, Mathematics Skills
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Clements, Douglas H.; Sarama, Julie – American Educational Research Journal, 2008
A randomized-trials design was used to evaluate the effectiveness of a preschool mathematics program based on a comprehensive model of research-based curricula development. Thirty-six preschool classrooms were assigned to experimental (Building Blocks), comparison (a different preschool mathematics curriculum), or control conditions. Children were…
Descriptors: Experimental Groups, Control Groups, Mathematics Curriculum, Effect Size
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Clements, Douglas H.; Sarama, Julie – Journal for Research in Mathematics Education, 2007
This study evaluated the efficacy of a preschool mathematics program based on a comprehensive model of developing research-based software and print curricula. Building Blocks, funded by the National Science Foundation, is a curriculum development project focused on creating research-based, technology-enhanced mathematics materials for pre-K…
Descriptors: Disadvantaged Youth, Experimental Groups, Curriculum Development, Achievement Gains
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Herbel-Eisenmann, Beth; Sinclair, Nathalie; Chval, Kathryn B.; Clements, Douglas H.; Civil, Marta; Pape, Stephen J.; Stephan, Michelle; Wanko, Jeffrey J.; Wilkerson, Trena L. – Journal for Research in Mathematics Education, 2016
The NCTM Research Committee identifies key influences on mathematics education that are largely outside the domain of the academic world in which most mathematics education researchers live. The groups that are identified--including the media, companies and foundations, and other academic domains--affect the public's perception of mathematics and…
Descriptors: Mathematics Education, Mathematics, Story Telling, Educational Researchers
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Sarama, Julie; Clements, Douglas H. – Early Childhood Research Quarterly, 2004
Building Blocks is a National Science Foundation-funded project designed to enable all young children to build a solid foundation for mathematics. To ensure this, we used a design and development model that drew from theory and research in each phase. Our design process is based on the assumption that curriculum and software design can and should…
Descriptors: Early Childhood Education, Young Children, Mathematics Skills, Mathematics Education
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Clements, Douglas H.; Banse, Holland; Sarama, Julie; Tatsuoka, Curtis; Joswick, Candace; Hudyma, Aaron; Van Dine, Douglas W.; Tatsuoka, Kikumi K. – Mathematical Thinking and Learning: An International Journal, 2022
Researchers often develop instruments using correctness scores (and a variety of theories and techniques, such as Item Response Theory) for validation and scoring. Less frequently, observations of children's strategies are incorporated into the design, development, and application of assessments. We conducted individual interviews of 833…
Descriptors: Item Response Theory, Computer Assisted Testing, Test Items, Mathematics Tests
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Clements, Douglas H. – North American Chapter of the International Group for the Psychology of Mathematics Education, 2011
Approaches to standards, curriculum development, and pedagogy are remarkably diverse; however, recent years have seen a growing movement to base each of these on learning trajectories. In this paper, I discuss and compare the various terms and conceptions of this construct, present our definition, differentiate between our conception and that of…
Descriptors: Learning Processes, Mathematics Instruction, Mathematics Curriculum, Educational Objectives
Clements, Douglas H. – 1998
Although geometry and spatial reasoning are important as a way to interpret and reflect on the physical environment and also form the foundation for learning mathematics and other subjects, many early childhood and primary school teachers spend little time instructing their students in these areas. This paper examines how young children learn…
Descriptors: Age Differences, Child Development, Cognitive Development, Concept Formation
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Clements, Douglas H.; Sarama, Julie – Future of Children, 2016
Do young children naturally develop the foundations of science, technology, engineering, and math (STEM)? And if so, should we build on these foundations by using STEM curricula in preschools? In this article, Douglas Clements and Julie Sarama argue that the answer to both these questions is yes. First, the authors show that young children possess…
Descriptors: STEM Education, Preschool Education, Kindergarten, Skill Development
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Clements, Douglas H. – Journal for Research in Mathematics Education, 2007
Government agencies and members of the educational research community have petitioned for research-based curricula. The ambiguity of the phrase "research-based", however, undermines attempts to create a shared research foundation for the development of, and informed choices about, classroom curricula. This article presents a framework…
Descriptors: Public Agencies, Marketing, Figurative Language, Curriculum Research