California Preschool Learning Foundations - ECEZero2Three ...
California Preschool Learning Foundations - ECEZero2Three ...
California Preschool Learning Foundations - ECEZero2Three ...
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MATHEMATICS<br />
170<br />
Geary, D. C. 1994. Children’s Mathematical<br />
Development: Research and Practical<br />
Applications. Washington, DC: American<br />
Psychological Association,<br />
Gelman, R., and C. R. Gallistel. 1978. The<br />
Child’s Understanding of Number. Cambridge,<br />
MA: Harvard University Press.<br />
Ginsburg, H. P.; N. Inoue; and K. H. Seo.<br />
1999. “Young Children Doing Mathematics:<br />
Observations of Everyday<br />
Activities,” in Mathematics in the Early<br />
Years. Edited by J. V. Cooper. Reston,<br />
VA: National Council of Teachers of<br />
Mathematics.<br />
Ginsburg, H. P.; A. Klein; and P. Starkey.<br />
1998. “The Development of Children’s<br />
Mathematical Thinking: Connecting<br />
Research with Practice,” in Handbook<br />
of Child Psychology: Vol. 4. Child<br />
Psychology in Practice (Fifth edition).<br />
Edited by W. Damon (Series Ed.),<br />
J. E. Sigel, and A. Renninger (Vol.<br />
Eds.), New York: Wiley.<br />
Ginsburg, H. P., and others. 2006. “Mathematical<br />
Thinking and <strong>Learning</strong>,” in<br />
Blackwell Handbook of Early Childhood<br />
Development. Edited by K. McCartney<br />
and D. Phillips. Malden, MA: Blackwell<br />
Publishing.<br />
Ginsburg, H. P., and S. Opper. 1988. Piaget’s<br />
Theory of Intellectual Development.<br />
Englewood Cliffs, NJ: Prentice Hall.<br />
Gouteux, S., and E. Spelke. 2004. “Children’s<br />
Use of Geometry and Landmarks<br />
to Reorient in an Open Space,”<br />
Cognition, Vol. 81, No. 2, 119–48.<br />
Greenes, C. 1999. “Ready to Learn,” in<br />
Mathematics in the Early Years. Edited<br />
by J. V. Cooper. Reston, VA: National<br />
Council of Teachers of Mathematics.<br />
Hatano, G. 1988. “Social and Motivational<br />
Basis for Mathematical Understanding,”<br />
New Directions for Child Development,<br />
Vol. 41, 55–70.<br />
Hiebert, J., and others. 1997. Making<br />
Sense: Teaching and <strong>Learning</strong> Mathematics<br />
with Understanding. Portsmouth,<br />
NH: Heinemann.<br />
Hughes, M. 1986. Children and Number:<br />
Difficulties in <strong>Learning</strong> Mathematics.<br />
New York: Basil Blackwell.<br />
Huttenlocher, J.; N. C. Jordan; and S.<br />
C. Levine. 1994. “A Mental Model for<br />
Early Arithmetic,” Journal of Experimental<br />
Psychology, Vol. 123, 284–96.<br />
Inhelder, B., and J. Piaget. 1969. The Early<br />
Growth of Logic in the Child. New York:<br />
W.W. Norton & Company.<br />
Klein, A., and P. J. Starkey. 2004. “Fostering<br />
<strong>Preschool</strong> Children’s Mathematical<br />
Knowledge: Findings from the Berkeley<br />
Math Readiness Project,” in Engaging<br />
Young Children in Mathematics: Standards<br />
for Early Childhood Mathematics<br />
Education. Edited by D. H. Clements<br />
and J. Samara. Hillsdale, NJ: Lawrence<br />
Erlbaum.<br />
Lehrer, R.; M. Jenkins; and H. Osana.<br />
1998. “Longitudinal Study of Children’s<br />
Reasoning about Space and<br />
Geometry,” in Designing <strong>Learning</strong> Environments<br />
for Developing Understanding<br />
of Geometry and Space. Edited by<br />
R. Lehrer and D. Chazen. Mahwah,<br />
NJ: Erlbaum.<br />
Long, K., and C. Kamii. 2001. “The Measurement<br />
of Time: Children’s Construction<br />
of Transitivity, Unit Iteration,<br />
and Conservation of Speed,” School<br />
Science and Mathematics, Vol. 101,<br />
No. 3, 125–32.<br />
Marvin, C. A. 1995. “The Family Car as<br />
a ‘Vehicle’ for Children’s Use of Distant<br />
Time Referents,” Early Childhood<br />
Research Quarterly, Vol. 10, 185–203.<br />
Matsushita, K. 1994. “Acquiring Mathematical<br />
Knowledge through Semantic<br />
and Pragmatic Problem Solving,”<br />
Human Development, Vol. 37, 220–32.<br />
Murata, A. 2004. “Paths to <strong>Learning</strong> Ten-<br />
Structured Understanding of Teen<br />
Sums: Addition Solution Methods of<br />
Japanese Grade 1 Students,” Cognition<br />
and Instruction, Vol. 22, 185–218.<br />
National Association for the Education of<br />
Young Children (NAEYC) and National<br />
<strong>Preschool</strong> <strong>Learning</strong> <strong>Foundations</strong>, Volume 1 • <strong>California</strong> Department of Education