Psychological Development and Education ›› 2009, Vol. 25 ›› Issue (2): 35-40.
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LIU Xiao-zhen1, ZHANG Ying-xia2, SI Ji-wei1
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| [1] 司继伟.小学儿童估算能力研究.博士论文.重庆:西南师 范大学,2002. [2] Sowder J,Wheeler M.The development of concepts and strategies used in computational estimation.Journal for Research in Mathematics Edu-cation,1989,20 (2):130-146. [3] Lefevere J A,Greenham S L,Naheed N.The development of procedural and conceptual knowledge in computational estimation.Cognitive and Instruction,1993,11 (2):95-132. [4] Flavell J H.Metacognitive development.In Scandura J M,Brainerd C J.(Eds.).Structural Process theories of Complex Human Behavior.The Netherlands:Sijthoff and Noordhoff,1978. [5] 李建才,张生春.试论数学解题活动中的元认知.首都师范大学学报,1998,19 (2):1-6. [6] 陈密桃.国民中小学生的后设认知及其与阅读理解之相关研究.台湾政治大学博士论文,1990. [7] 许清阳.后设认知理论在国小学生数感发展上之应用.教育研究(高师),2005,13:139-148. [8] 黄莉雯.国小六年级学童后设认知与数感能力相关性之研究.台南大学硕士论文,2004. [9] Sowder J T.Estimation and number sense.In D.A.Grouws (Ed.).Handbook of research on mathematics teaching and learning.New York:Macmillan,1992:371-389. [10] Reys B J.Promoting number sense in the middle grades.Mathematics Teaching in the Middle School,1994,1 (2):114-120. [11] Yang D C.Number sense performance and strategies possessed by sixth and eighth grade students in Taiwan.Doctoral dissertation,University of Missouri Columbia,1995. [12] Hogan T P,Brezinski KL.Quantitative estimation:one,two,or three abilities? Mathematical Thinking and Learning,2003,5 (4):259-280. [13] Joram E,Gelman R,et al.Children's use of the reference point strategy for measurement estimation.Journal for Research in Mathematics Education.2005,36 (1):4-23. [14] Crites T.Skilled and less skilled estimators' strategies for estimating discrete quantities.The Elementary School Journal.1992,92 (5):601-619. [15] O'Neil H F,Abedi J.Reliability and validity of a state metacognitive inventory:Potential for alternative assessment.Journal of Educational Research,1996,89 (4):234-245. [16] 向祖强.元认知训练对民族地区初一学生智力发展与学业成绩影响的实验研究.教育研究与实验,2004,3:69-72. [17] 刘电芝.学习策略研究.北京:人民教育出版社,1999:29-31. [18] 陈玟颖.国民教育阶段启智班学生长度概念与长度测量能 力发展之研究.台湾嘉义大学硕士论文,2002. [19] Koyama M,et al.Research into relationship between the computational estimation ability and strategy and the mental computation ability:Analysis of a survey of the fourth,fifth,and sixth graders in Japan.Hiroshima Journal of Mathematics Education; 1994,2:35-44. [20] Young Poyuk.Profile of good computational estimators:related mathematical variables and common strategies used.Master thesis.Hong Kong:University of Hong Kong,1994. [21] Forrester M.Learning to estimate in the mathematics classroom:A conversation-analytic approach.Journal of Research in Mathematics Education,1998,29 (3):334-356. [22] 孟丽丽.青少年测量估计的特点及其教育干预.山东师范大学硕士论文,2007. [23] Lewis J C.The effect of context and gender on assessment of estimation.Paper presented at the Annual Meeting of the National Council on Measurement in Education,New Orleans,LA,1994,April,5-7. [24] Hanson S A,Hogan T P.Computational estimation skill of college students.Journal for Research in Mathematics Education,2000,31 (4):483-499. [25] Leung Y H.The relationship between numerical estimation and number sense in students'learning of mathematics.Master thesis,University of Hong Kong,2007. [26] Reys R E,Bestgen B J,Rybolt J F,et al.Processes used by good computational estimators.Journal for Research in Mathematics Education,1982,13 (3):183-201. [27] Rubenstein R N.Computational estimation and related mathematical skills.Journal for research in mathematics education,1985,16 (2):106-119. [28] Reys B J,Reys R E,Pe? Afiel,A F,et al.Estimation performance and strategy use of Mexican 5th and 8th grade student sample.Educational Studies in Mathematics,1991,22 (4):353-375. [29] 喻平.数学问题解决认知模式及教学理论研究.南京师范大学博士论文,2002. [30] 简惠燕.国小学童在科学问题解决过程中创造力与后设认知之相关研究.屏东师范学院硕士论文,2000. [31] Reys R E,Nobuhiko,Nohda.Computational alternatives for the twenty-first century crosscultural perspectives from Japan and the United States.New York:National Council of Teachers Mathematics.1998:139-146. |
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