中文部分
吳明隆、王玉珍(2005)。國小三年級學童數感表現之個案詮釋。高雄師大學報,18, 245- 263。
林生傳(2005)。教育社會學(頁50)。台北:巨流。
林李彤宜(2013)。四~六歲學齡前幼兒數量估計。未出版之碩士論文,國立嘉義大學幼兒教育研究所,嘉義。
林漢裕、李玉琇(2010)。空間短期記憶、空間工作記憶與空間能力對圖學表現的影響。設計學報,15(4), 1-18。邱慧芳(2013)。探究學制和年齡對加減法反逆原則理解之影響。未出版之碩士論文,國立嘉義大學幼兒教育研究所,嘉義。徐俊仁(2001)。發展國小六年級學生數字常識能力之研究。未出版之碩士論文,國立嘉義大學數學教育研究所,嘉義。張玟君(2012)。幼小教師及大班家長對幼小銜接準備度之觀點與作法。未出版之碩士論文,國立屏東教育大學幼兒教育學系研究所,屏東。張春興(2007)。教育心理學。臺北市:臺灣東華。
張麗芬(2005)。兒童數能力的發展。兒童與教育研究,1,85-109。教育部(2008)。國民中小學九年一貫課程綱要總綱。臺北市:教育部。
教育部(2011)。教育人員任用條例。臺北市:教育部。
教育部(2012a)。一百零二學年至一百零六學年幼兒園基礎評鑑指標。臺北市:教育部。
教育部(2012b)。幼兒園教保服務實施準則。臺北市:教育部。
教育部(2012c)。幼兒園教保活動課程暫行大綱。臺北市:教育部。
教育部(2013a)。幼兒教育及照顧法。臺北市:教育部。
教育部(2013b)。高級中等以下學校及幼兒園教師資格檢定辦法。臺北市:教育部。
曹美華(2014)。學校幼小銜接與兒童適應探討︰小一教師的觀點。未出版之碩士論文,國立屏東教育大學幼兒教育學系研究所,屏東。曹雅玲(2004)。數學教育對學前兒童的發展的重要性。文教新潮,9(3),5-9。郭怡伶(2012)。國小學童工作記憶廣度與數學學習表現之研究。未出版之碩士論文,國立屏東教育大學數理教育研究所,屏東。陳榮華、陳心怡(2007):魏氏兒童智力量表第四版(WISC-IV)中文版。臺北:中國行為科學社。
黃明章(2001)。國小六年級學童數字常識之研究。未出版之碩士論文,國立嘉義大學數學教育研究所,嘉義。黃惠禪(2003)。國小一年級學童數學能力之研究。未出版之碩士論文,國立台灣師範大學人類發展與家庭研究所,台北。楊德清(2003)。九年一貫數學領域新能力指標-電腦化數字常識評定量表之設計與編製。國科會92年補助之研究計畫。
蔣文祁(2011)。工作記憶與兒童的數學學習。應用心理研究,52,57-93。羅玉菱(2010)。探究五至六歲幼兒加減法反逆原則理解與基本數能力表現之關係。未出版之碩士論文,國立嘉義大學幼兒教育研究所,嘉義。 外文部分
Baddeley, A. D., &; Hitch, G. J. (1974). Working memory. In G. A. Bower (Ed.), Recent advances in learning and motivation (Vol. 8, pp.47-90). New York, NY: Academic Press.
Baddeley, A. D., &; Logie, R. H. (1999). Working memory: The multiple-component model. In P. Shaw II&; A. I. Miyake (Eds.), Models of working memory: Mechanisms of active maintenance and executivecontrol (pp.28-61). Cambridge, UK: Cambridge University Press.
Baroody, A. J. &; Wilkins, J. L. M. (1999). The development of informal counting, number, and arithmetic skills and concepts. In J. V. Copley (Ed.), Mathematics in the early years (pp. 48- 65). Washington, D.C.: NAEYC.
Baroody, A. J., &; Gatzke, M.R. (1991). The estimation of set size by potentially gifted kindergarten-age children. Joumal for Research in Matherustics Education, 22(1), 59-68.
Baroody, A. J., &; Lai, M. L. (2007). Preschoolers’ understanding of the addition-subtraction inverse principle: A Taiwanese sample. Mathematical Thinking and Learning, 9(2), 131-171.
Bisanz, J., Dunn, M., &; Morrison, F.J. (1995). Effects of age and schooling on the acquisition of elementary quantitative skills. Developmental Psychology, 31, 221-226.
Bull, R., Epsy, K., &;Wiebe, S. (2008). Short-term memory, working memory, and executive functioning in preschoolers: Longitudinal predictors of mathematical achievement at age 7 years. Developmental Neuropsychology, 33, 205-208.
Gathercole, S. E., &; Pickering, S. J. (2000). Assessment of working memory in 6-and 7-years-old children. Journal of Educational Psychology, 92, 377-390.
Geary, D. C., &; Brown, S. C. (1991). Cognitive addition: Strategy choice and speed of-processing differences in gifted, normal, and mathematically disabled children. Developmental Psychology, 27, 398-406.
Geary, D. C., Hoard, M., Byrd-Craven, J., &; DeSoto, M. (2004). Strategy choices in simple and complex addition: Contributions of working memory and counting knowledge for children with mathematical disability. Journal of Experimental Child Psychology, 88, 121-151.
Gersten, R., Jordan, N. C., &; Flojo, J. R. (2005). Early identification and interventions for students with mathematics difficulties. Journal of Learning Disabilities, 38, 293-304.
Gilmore G. K. (2006). Investigating children’s understanding of inversion using the missing number paradigm. Cognitive Development, 21, 301-316.
Ginsburg, P. H. (1997). Mathematics learning disabilities: A view from developmental psychology. Journal of Learning Disabilities, 30(1), 20-33.
Griffin,S. (2004). Teaching number sense. Educational Leadership,61 (5),39-42.
Hitch, G. J., &; McAuley, E. (1991). Working memory in children with specific arithmetical learning difficulties. British Journal of Psychology, 82, 375-386.
Hitch, G. J., Towse, J. N., &; Hutton, U. (2001). What limits children’s working memory span? Theoretical accounts and application to scholastic development. Journal of Experimental Child Psychology, 77, 128-137.
Hope, J. (1989). Prompting number sense in school. Arithmetic Teacher, 36 (6), 12-16.
Klein, J. S., &; Bisanz, J. (2000). Preschoolers doing arithmetic: The concepts are willingbut the working memory is weak, Canadian Journal of Experimental Psychology, 54, 105-114.
Little,T. D.,&;Widaman, K. F.(1995). A production task evaluation of individual differences in the development of mental addition skills: Internal and external validation of chronometric models, Journal of Experimental Child Psychology,60, 361-392.
Miura, H., &; Naito, M. (2001). Japanese children's numerical competencies: age- and schooling-related influences on the development of number concepts and addition skills, Developmental Psychology, 37, 217-230.
Rosalind Charlesworth(2006)。幼兒數學教材教法。(陳英娥、陳彥廷、柳嘉玲譯)。台北:湯姆生。(原著出版於2005)。
Siegel, A.W., Goldsmith, L.T., &; Madson, C.R. (1982). Skill in estimation problemsof extent and numerosity. Journal for Research in Mathematics Education, 13(2),211-232.
Siegel, L. S., &; Ryan, E. B. (1989). The development of working memory in normally achieving and subtypes of learning disabled children. Child Development, 60, 973-980.
Siegler, R. S., &; Booth, J. L. (2005). Development of numerical estimation: A review. In J. I. D. Campbell (Ed.), Handbook of mathematical cognition (pp. 197-212). New York: Psychology Press.
Swason, H. L., &; Wilson, K. M. (2001). Are mathematics disabilities due to a domain-general or a domain-specific working memory deficit?Journal of learning disabilities, 34, 237-248.
Wagner, S. H., &; Walters, J. (1982). A longitudinal analysis of early number concepts: From numbers to number. In G. E. Foreman (Ed.), Action and Thought: From Sensorimotor Schemes to Symbolic Operations (pp. 137-161). London: Academic Press.
Wilson, K. M., &; Swanson, H. L. (2001). Are mathematics disabilities due to a domain-general or a domain-specific working memory deficit? Journal of Learning Disabilities, 34, 237-248.