用户名: 密码: 验证码:
初中代数学习困难生认知特征及干预措施的研究
详细信息    本馆镜像全文|  推荐本文 |  |   获取CNKI官网全文
摘要
学习困难生是指智力和身体发育正常,但学习成绩明显低于同年级学生的异质群体。学习困难的成因及教育干预措施一直受到研究者们的关注。有关这方面的研究大致可分为三个层面:神经生理层面、心理层面和社会环境层面。由于神经机能缺陷与特定的学习困难难以一一对应,又由于社会环境层面的因素对学习活动的影响并非直接,所以心理层面的研究,尤其认知特征的研究备受青睐。在学习困难生的认知特征研究方面,也由于研究者的视角不同而呈现观点纷纭,各执己见的态势。有的研究者关心学习困难生的一般认知能力的缺陷,有的研究者关注学习困难生元认知的缺陷,也有的学者重视学习困难生的与解决问题相关的知识结构——图式的缺陷。在此基础上提出的教育干预措施也千差万别。所以,我们有必要对影响学生学习水平的各认知成分和认知因素进行整合研究,以期更全面描述和分析学习困难生的认知特征,更准确把握学习困难的成因,为学习困难的教育干预提供更坚实的理论基础和实证依据;并在此基础上探讨更有效的学习困难的教育干预措施。
     研究一,以鞍山市一所中等水平的学校67中初二年级的106名学生为被试,对他们在代数学习过程中反映一般认知能力、元认知能力和图式水平的17项指标以及中等难度问题解决水平和较高难度问题解决水平进行测试。使用SPSS10.0软件和LISREL8.0软件对数据进行统计分析。在此基础上建构代数学习中学生认知因素与问题解决水平关系的理论结构模型,进而全面描述和分析代数学习困难生的认知特征,准确推断代数学习困难的成因。
     研究二,根据研究一的结果设计不同的图式教学方式,以大连市35中初二年级的144名学生和鞍山市67中初二年级的104名学生为被试,进行多种图式教学与正常教学的对比研究,探讨更适合代数学习困难生的教育干预方式,也可以从实际教学的角度佐证研究一建构的理论模型。
     研究三,在研究一、二的基础上,以庄河第九中学初三年级的109名学生为被试,探讨代数学习困难生规则使用有效性低是来源于规则提取困难还是规则应用困难。一方面可进一步佐证研究一、二的结果,另一方面可更深入探讨代数学习困难的成因,以期更好地把握代数学习困难教育干预的重点。
     通过以上研究得出下列结论:
     1、影响代数学习的认知因素有四种:第一,图式水平,包括六个子因素:陈述性知识表述全面性和表征准确性,程序性知识自动化,程序性知识可逆性,程序性知识全面性,知识的组织性。第二,低级认知加工能力,包括四个子因素:心算水平和效率,空间表象水平和效率。第三,辨别和再认能力,包括三个子因素:知觉速度,语文记忆能力,图形记忆能力。第四,高级认知加工能力,包括四个子因素:状态元认知能力,推理能力,工作记忆能力和数字记忆能力。其中图式水平可作为独立的认知因素存在。
     2、四种认知因素与代数问题解决水平关系的理论结构模型的拟合状况良好。结构方程的标准化解显示:无论在中等难度问题解决中,还
    
    是在较高难度问题解决中,四种认知因素对问题解决水平的解释率均达
    到81%。在中等难度和较高难度问题解决中,图式水平的作用效果都非
    常明显(只0.01),对代数问题解决水平有非常高的预测力。在较高难
    度问题解决中,高级认知加工能力有一定的作用效果(只0.10),对较
    高难度代数问题解决水平有一定的预测力。
     3、对代数问题解决水平有显著和一定预测力的两种认知因素中,
    不同的认知成分的预测力也有大有小。在中等难度问题解决中,知识组
    织性、陈述性知识表征准确性、程序性知识可逆性对代数问题解决水平
    有较大的预测作用。在较高难度问题解决中,陈述性知识表述全面性、
    程序性知识可逆性和状态元认知能力对代数问题解决水平有较大的预
    测作用。
     4、图式水平低,推理能力差,状态元认知水平低,空间表象能力差,
    心算水平低,语文记忆能力差是代数学习困难生的认知特征。
     5、图式水平对代数问题解决水平有明显的预测作用,代数学习困难
    生的图式水平明显低于中等生和优等生,针对程序性知识全面性、组织
    性设计的图式教学和针对陈述性、程序性知识全面性和知识组织性设计
    的图式教学效果明显。可见,图式水平低是代数学习困难的主要成因。
    高级认知加工能力对代数问题解决有一定的预测作用,代数学习困难生
    的状态元认知水平和推理能力都低于中等生和优等生。可以推断,推理
    能力差和状态元认知水平低是代数学习困难的成因。
     6、在代数学习困难的集体千预中,图式教学没有取得立竿见影的效
    果。但只要教师努力引导和帮助学生建立合理的问题中心图式,图式教
    学的远期效果非常明显。规则中心图式和综合图式在不干扰优等生和中
    等生学习的前提下,能显著提高学习困难生的学习成绩。所以,在课堂
    教学中,规则中心图式教学和综合图式教学是代数学习困难教育干预的
    较为理想的方式。样例中心图式对优等生的学习有一定的干扰作用,所
    以,样例中心图式教学可作为代数学习困难的个体干预方式,推广到课
    堂教学中还需要进一步的研究。
     7、改变图式特征是代数学习困难教育干预的重点。在六种图式?
Students with learning difficulties is a generic term that refers to a heterogeneous group whose intelligence and body develop normally, but whose academic achievement level is significantly lower than the others in the same group. Researchers have paid much attention to the causes and intervention methods for a long time. The interrelated studies can be generally divided into three divisions: nerve-function level, psychology-education level and social environment level. Because the disorder in nerve function can' t be corresponding to specific learning difficulty and the social environment impacts on learning process indirectly, the study at psychological level, especially on cognitive features of learning difficulties is highly valued. Some researchers regard defects of general cognitive abilities; some researchers focus on meta-cognition, and some researchers value the defects of schema that refers to the knowledge structure related with problem solving. On the base of these different findings, the educat
    ional intervention methods are various. Therefore, this study intents to integrate cognitive compositions and cognitive factors influencing academic performance, then to describe and analyze cognitive features of learning difficulties overall, have an accurate grasp of the causes of learning difficulties. Findings above would be helpful to improve strong theory foundation and experiment evidence, and to put forward the more effective intervention methods.
    In the first study, 106 students in grade two of Anshan NO. 67 middle school were tested on 17 indices which reflect general cognitive abilities, meta-cognition and schema level, and tested on solving moderate difficult level problems and high difficult level problems. On the data analysis by SPSS10. 0 and LISREL8.0, the theory structure model about relation between cognitive factors and problem-solving level in algebra study was built and examined. Further, to describe the cognitive features of learning difficulties overall and deduce the accurate causes of learning (! i rfi(;Li].ties.
    In the second study, based on the first study' s finding.'-,, different schema teaching methods were designed and were contrasted with normal teaching method. In this study, Ss were M4 students in grade two of Dalian NO. 35 middle school and 104 students in grade two of Anshan NO. 67 middle school. The purpose of this study was to find educational intervention methods which are more fit for students with algebra learning difficulties, and to provide a supplemental evidence for the theory model built in the first study.
    
    
    
    In the third study, Ss were 109 students in grade three of Zhuanghe NO. 9 middle school. Based on the first and the second study, this study' s purpose was to explore that low rule-efficiency in solving algebra problem is whether because of rule-applying difficulty or rule-retrieving difficulty. Findings coming through this study can provide a supplemental evidence for the first study findings and the second findings on one hand. On the other hand, we can grasp the focal point of educational intervention for students with algebra learning difficulties.
    The major findings in the above three studies are as followings:
    l.The cognitive compositions affecting middle school students' algebra study can be explained by four cognitive factors. The first factor is Schema level which comprises overall expressing and correctly representing of declarative knowledge, overall handling, adversely handling and automatic using of procedure knowledge, and organizing of knowledge. The second is low cognitive processing ability that comprises mental arithmetic level and efficiency, space image level and efficiency. The third is discrimination-recognition ability which comprises consciousness speed, language and literature memory ability, and figure memory ability. The fourth is high cognitive processing ability that comprises reasoning ability, meta-cognitive ability, working memory ability and digit memory ability. Schema level can be regarded as one independent cognitive fact
引文
1 David AZ. A reconceptualization of learning disabilities via a self-organizing systems paradigm. Journal of Learning Disabilities, 2001, 34: 79~94
    2 Kenneth A K, Steven R F. What definitions of learning disability say and don't say: Acritical analysis. Journal of Learning Disabilities, 2000, 33: 239~249
    3 吴增强.学习心理辅导.上海:上海教育出版社,2001.189~190
    4 钱在森等.学习困难学生教育的理论与实践.上海:上海科技教育出版社,1995.6~10
    5 裴利芳.学习困难学生的认知因素分析.心理学动态,1995,(4):12~16
    6 Swanson H L, Maureen H. Experimental intervention research on students with learning disabilities: A meta-analysis of treatment outcomes. Review of Educational Research, 1998, 68 (3): 277~321
    7 Marsha L K, Swanson H 1. Does strategy knowledge influence working memory in children with mathematical disabilities. Journal of Learning Disability, 2001, 34: 418~434
    8 Laurie B H, Nancy C J, David K, Jeanine D. Performance across different areas of mathematical cognition in children with learning difficulties. Journal of Educational Psychology, 2001, 93(3): 615~628
    9 程灶火,龚耀先等.学习困难儿童的神经心理研究.心理学报,1992,2:297~303
    10 程灶火,龚耀先等.学习困难与正常儿童智力结构的稳定性.心理学报,1993,3:158~160
    11 季卫东等.学习困难儿童智力结构对照研究.健康心理学杂志,2000,8(4):403~404
    12 丁艳华等.学习困难儿童智力水平与结构分析.中国临床心理学杂志,2002,3:227~228
    13 Amedeo D A, Linda S S. Cognitive functioning a measured by the WISC-R: Do children with learning disabilities have distinctive patterns of performance. Journal of Learning Disabilities, 2003, 36 (1): 48~58
    14 张小雷.学习困难及多动症儿童定量脑电研究.中国心理卫生杂志,1992,6(6):242~245
    15 静进.学习能力障碍儿童在利脑测验中神经心理特征的实验研究.中国心理卫生杂,1995,9(6):245~246
    16 程灶火.快速神经学甄别测验在学习困难儿童中的应用.中国临床心理学杂志,1994,2(1):30~32
    17 蔡小梅等.学习障碍儿童的快速神经甄别测验.中国儿童保健杂志,2000,8(6):378~379
    18 臧玉玲.学习困难儿童病因和智力结构研究.中国儿童保健杂志,2001,9(1):28~33
    19 Jack A N, Deanne J. Effectiveness of cognitive strategy intervention in improving arithmetic computation based on the PASS theory. Journal of Learning Disabilities, 2002, 33 (6): 591~597
    20 郭靖.学习障碍儿童的视觉运动特征.中国特殊教育,2000,2:36~39
    21 马志国.小学优差生注意稳定性品质的比较研究.现代中小学教育,1989,2:56~57
    22 吕静等.小学三年级优生与差生的注意警觉性.应用心理,1989,9:25~26
    23 杨锦平等.学习困难初中生注意特性发展及影响因素研究.心理发展与教育,1995,(1):54~59
    24 朱冽烈、许政援等.学习困难儿童的注意、行为特性及同伴关系的研究,心理科学,2000,23(5):556~559
    25 吴承红.非弱智学习困难儿童VTQ内部结构的研究.心理科学,1998,21(2):183~184
    26 程灶火,戴晓阳等.学习困难儿童智力结构模式的因素分析.湖南医科大学学报,1993,18(2):175~177
    27 程灶火,龚耀先.学习障碍儿童记忆的比较研究Ⅰ.学习障碍儿童的短时记忆和工作记忆.中国临床心理学杂志,1998,6(3):129~131
    28 程灶火,龚耀先.学习障碍儿童记忆的比较研究Ⅱ.学习障碍儿童的长时记忆功能.中国临床心理学杂志,1998,6(4):216~221
    
    
    29 程灶火,龚耀先.学习障碍儿童记忆的比较研究Ⅳ.学习障碍儿童记忆功能的综合分析.中国临床心理学杂志,1999,7(2):89~93
    30 徐芬,蒋峰.学习成绩差与成绩好学生短时记忆特点的比较研究.心理科学,1999,22(2):411~413
    31 沈晓红.小学学习不良学生和正常学生的认知特点.应用心理学,1989,4(4):46~53
    32 静进.学习障碍儿童一般智力因素的研究.中国心理卫生杂志,1996,10(3):131~132
    33 静进等.学习障碍儿童的认知障碍及其临床特征.国外医学妇幼保健分册,1995,6(4):145~149
    34 静进.学习障碍儿童一般智力因素的研究.中国心理卫生杂志,1996,10(3):131~132
    35 徐勇.学习困难儿童智力结构特点的研究.中国心理卫生杂志,1992,6(4):164
    36 Marshal K, Swanson H 1. Does strategy knowledge influence working memory in children with mathematical disabilities. Journal of Learning Disability, 2001, 34: 418~434
    37 Susan E G , Susan J P (2000). Working memory deficits in children with low achievements in the national curriculum at 7 years. British Journal Educational Psychological, 2000, 70: 177~194
    38 童世斌,张庆林.问题解决中的元认知研究.心理学动态,1997,59(2):36~39
    39 王春燕,梁晓燕.学习困难学生元认知发展特点及教育对策.山西大学学报(哲学社会科学版),2001,24(5):22~24
    40 童世斌,张庆林.问题解决中的元认知研究.心理学动态,1997,59(2):36~39
    41 皮连生.知识分类与目标导向教学——理论与实践.上海:华东师范大学出版社,2000.42
    42 Ellen D G, Carol W Y, Frank R Y. The Cognitive Psychology of School Learning. New York, NY: Harper Collins College Publishers, 1993. 80~89
    43 吴庆麟等.认知教学心理学.上海:上海科学技术出版社,2000.185~208
    44 徐辉.国外教学心理学的新进展.心理学探新,1996,4:21~25
    45 Gerald T, Marilee M, Marick I, Aaron G, et al. Alternate assessment in reading and math: Development and validation for students with significant disabilities. Exceptional Children, 2003, 69 (4): 481
    46 Robert H, Lisbeth A, Gerald T. Using a concept-grounded, curriculum-based measure in mathmatics to predict statewide test scores for middle school students with LD. The Journal of Special Education, 2002, 36 (2): 102~202
    47 Michelle G. Math and science get own research center. Education Week, 2003, 23 (1): 34
    48 Geary D C. Mathematical disabilities: Cognitive, neuropsychological, and genetic components. Psychological Bullein, 1993, 114(2): 345~362
    49 Geary D C. A componential analysis of an early learning deficit in mathematics. Journal of Experimental Child Psychology, 1990, 49: 363~383
    50 Geary D C, Broom S C, Samaranayske V A. Cognitive addition: A short longtitudinal study of strategy choice and speed-of-processing differences in normal and mathematically disabled children. Developmental Psychology, 1991, 27: 787~797
    51 Geary D C. Mathematical disabilities: Cognitive, neuropsychological, and genetic components. Psychological Bullein, 1993, 114(2): 345~362
    52 Geary D C, Hoard M K, Hamson C O. Numerical and arithmetical cognition: Patterns of functions and deficits in children at risk for a mathematical disability. Journal of Experimental Child Psychology, 1999, 74: 213~239
    53 Geary D C, Hamson C O, Hoard M K. Numerical and arithmetical cognition: A longititudinal study of process and concept deficits in children with learning disability. Journal of Experimental Child Psychology, 2000, 77: 236~263
    54 Hanich L B, Jordan N C, David Kaplan, Jeanine Dick. Performance across different areas of mathematical cognition in children with learning difficulties. Journal of Educational Psychology, 2001, 93: 615~626
    
    
    55 Ostad S A. Developmental progression of subtraction strategies: A comparison of mathematically normal and mathematically disabled children. European Journal of Special Needs Education, 1999, 14: 21~36
    56 Diane P B, Brian R B, Donald D H. Characteristic behaviors of students with LD who have teacher-identified math weakness. Journal of Learning Disabilities, 1999, 33(2): 168~177
    57 曾盼盼 俞国良.数学学习不良的研究及趋势.心理科学进展,2002,3:148~156
    58 John Woodward, Marjorie Montague. Meeting the challenge of mathematics reform for students with LD. The Journal of Special Education, 2002, 36(2): 89~91
    59 Marcee M Steele. Strategies for helping students who have learning disabilities in mathmatics. Mathematics Teaching in Middle School, 2002, 8(3): 140
    60 Annemie D, Herbert R, Ann B. Metacognition and mathematical problem solving in grade 3. Journal of Learning Disabilities, 2001, 34 (5): 435~449
    61 Robert H, Lisbeth A, Gerald r. Using a concept-grounded, curriculum-based measure in mathmatics to predict statewide test scores for middle school students with LD. The Journal of Special Education, 2002, 36 (2): 102~202
    62 鲁献蓉.数学学习困难学生的认知特点.数学教育学报,1999,8(4):55~58
    63 朱莉琪.数学学习困难儿童解决简单加减法时的认知特点的实验研究.中国特殊教育,1999,3:32~35
    64 牛卫华等.西方有关学习困难问题研究的新进展,心理科学,2000,1:115~116
    65 Montague M B. Middle school students perception, persistence, and performance in mathematical problem solving. Learning Disabilities, 2000, 23(3): 215~217
    66 胥兴春.数学学习困难及其心理分析.中国特殊教育,2003,3:52~55
    67 戴斯,纳格利尔里,柯尔比著.扬艳云,谭和平译.认知过程的评估——智力的PASS理论.上海:华东师范大学出版社,1999.12~26
    68 Doidg N. The heart of learning disabilities: It' s been thought deficits in the brain can' t be reduce, only compensated for. but a Toronto educator aims to prove that's not the case. Medical Post, 2001, 37 (15): 30
    69 Michelle G. Math and science get own research center. Education Week, 2003, 23 (1): 34
    70 E.B林奇,R.W刘易斯.武杰译.学习低能学生的教育干预与教学方法.心理发展与教育,1991,2:56~59
    71 Swanson H L, Maureen H. Experimental intervention research on students with learning disabilities: A meta-analysis of treatment outcomes. Review of Educational Research, 1998, 68: 277~321
    72 Swanson, R. L. Research on interventions for adolescents with learning disabilities: A meta-analysis of outcomes related to higher order processing. Elementary School Journal, 2001, 101(3): 331~348
    73 Barak Rosenshine. Commentary: Issues in conducting meta-analyses of intervention studies. The Elementary School Journal, 2001, 101 (3): 371~378
    74 Gersten R, Baker S. Teaching expressive writing to students with learning disabilities: A meta-analysis. Elementary School Journal, 2001, 101(2): 251~272
    75 钱在森等.学习困难学生教育的理论与实践.上海:上海科技教育出版社,1995.6~10
    76 梁威.初中生数学学习障碍.北京.北京教育出版社,1997.126~156
    77 任桂英.北京市城区1994名学龄儿童感觉统合失调的调查报告.中国心理卫生杂志,1995,9(2):70~73
    78 任桂英.感觉统合治疗方法的临床疗效观察.中国心理卫生杂志,1995,9(5):74~76
    79 Susan P M, Frances M B, Kit-hung L. Validated practices for teaching mathematics to students with learning disabilities: A review of literature. Focus on Exceptional Children, 1998, 1: 1~24
    
    
    80 John W, Marjorie M. Meeting the challenge of mathematics reform for students with LD. The Journal of Special Education, 2002, 36 (2): 89~91
    81 Asha J, Caroline M D, Nora P. An exploratory study of schema-based word-problem-solving instruction for middle school students with learning disabilities: An emphasis on conceptual and procedural understanding. The Journal of Special Education, 2002, 1: 23~38
    82 Susan P M, Frances M B, Kit-hung L. Validated practices for teaching mathematcis to students with learning disabilities: A review of literature. Focus on Exceptional Children, 1998, 1: 1~24
    83 杜雄柏.“图式学说:康德与皮亚杰比较研究”.湘潭师范学院学报,1995,1:27~30
    84 王梦炜.皮亚杰的图式学说探析.岭南学刊,2000.6:73~75
    85 梁宁建.当代认知心理学.上海:上海教育出版社,2003.182~228
    86 潘建忠.图式与句式教学:一个转折复句的教学实验.心理科学,2000,23(6):672~676
    87 Ellen D G, Carol W Y, Frank R Y. The Cognitive Psychology of School Learning. Harper Collins College Publishers; 1993. 80~89
    88 吴庆麟.认知教学心理学.上海科学技术出版社,2000.128~139
    89 张庆林.当代认知心理学在教学中的应用.西南师范大学出版社,1996.34~39
    90 皮连生.智育心理学.人民教育出版社.2001:51~52
    91 潘建忠.图式与句式教学:一个转折复句的教学实验.心理科学,2000,23(6):672~676
    92 Ellen D G, Carol W Y, Frank R Y. The Cognitive Psychology of School Learning. Harper Collins College Publishers, 1993. 80~89
    93 梁宁建.当代认知心理学.上海:上海教育出版社,2003.182~225
    94 Ellen D G, Carol W Y, Frank R Y. The Cognitive Psychology of School Learning. Harper Collins College Publishers, 1993. 80~89
    95 张庆林.当代认知心理学在教学中的应用.西南师范大学出版社,1996.40~48
    96 Phye G D. Inductive problem solving: Schema inducement and memory-based transfer. Journal of Educational Psychology. 1990, 82(4): 826~831
    97 吴庆麟.认知教学心理学.上海:上海科学技术出版社,2000.128~147
    98 Brook L W, Dansereau D F. Effects of Structural Schema Training and Test Organization on Expository Prose Procecessing. Journal of Educational Psychology, 1983, 75(6): 811~820
    99 Ellen D g, Carol W Y, Frank R Y. The Cognitive Psychology of School Learning. Harper Collins College Publishers, 1993. 157~173
    100 Mayer R E, Heiser J, Lonne S. Cognitive constraints on multimedia learning: When presenting more material results in less understanding. Journal of Educational Psychology, 2001, 93(1): 187~198
    101 Tarmizi R A, Sweller. John Guidance during mathematical problem solving. Journal of Educational Psychology, 1988, 80(4): 424~436
    102 Catrambone R, Holyoak K J. Overcoming contextuals on problem-solving transfer. Journal of Experimental Psychology: Learning, Memory & Cognition, 1998, 15(6): 1147~1156
    103 Ahn W, Brewer W F. Mooney R J. Schema acquisition from a single example. Journal of Experimental Psychology: Learning, Memory, & Cognition, 1992, 18(2): 391~412
    104 Quilici J, Mayer R E. Role of example in how students learn to categorize statistics word problems. Journal of Educational Psychology, 1996, 88(1): 144~161
    105 Reed S K. Constraints on the abstraction of solutions. Journal of Educational Psychology, 1989, 81(4): 532~540
    106 Robins S, Mayer R E. Schema training in analogical reasoning. Journal of
    
    Educational Psychology, 1993, 85(3): 529~538
    107 Tuovinen J E, Sweller J. A comparision of cognitive load associated with discovery learning and worked examples. Journal of Educational Psychology, 1999, 91(2): 334~341
    108 王兄等.图式理论对数学概念学习影响的实验研究.培训与研究——湖北教育学院学报,2001,18(5):54~65
    109 叶起昌.阅读的图式理论阐释.安徽广播电视大学学报,1999,02:1~3
    110 张向葵,徐国庆.有关类比推理过程中的图式归纳研究综述.心理科学,2003,26(5):866~869
    111 张向葵.图式理论在语文阅读理解中的应用.心理发展与教育,1997,04:57~60
    112 关文信,张向葵.运用认知图式思想,指导语文阅读教学.吉林教育科学,1998,02:24~26
    113 张向葵.图式理论在小学语文阅读理解中的应用及其对语文学习成绩的影响.心理科学,1999,22(2):136~140
    114 张向葵.图式教学对阅读理解能力、推理能力及自我效能感的影响.心理发展与教育,2000,02:22~26
    115 张向葵.小学生课文图式意识、图式操作策略与图式行为关系的研究.心理科学,1999,05:423~426
    116 张向葵等中学生课文图式意识、图式操作与图式水平关系的研究.宁波大学学报(教育科学版),2000,22(2):1~4
    117 张向葵.儿童图式特征的认知发展研究.心理发展与教育,2002,01:22~26
    118 汤服成,王兄.图式理论与函数概念学习.辽宁师范大学学报(自然科学版),2001,24(3):263~265
    119 王兄等.图式理论对数学概念学习影响的实验研究.培训与研究——湖北教育学院学报,2001,18(5):54~56
    120 王兄等.数学概念图式的加工机制.数学教育学报,2001,10(4):34~37
    121 白桂香.低年级小学生语言能力图式同化训练的教学试验研究.北京教育学院学报,1998,04:30~34
    122 白桂香.中年级小学生自主习作能力图式同化训练的教学试验研究.北京教育学院学报,2000,03:37~41
    123 裴利芳.关于示例学习的研究动态.心理科学,1997,20(5):476~477
    124 Richard Catrambone. The subgoal learning model: creating better examples so that student can solve problems. Journal of Experimental Psychology: General, 1998, 127(4): 355-367
    125 裴利芳.关于示例学习的研究动态.心理科学,1997,20(5):476~477
    126 金洪源.现行组织者策略和作文能力图式训练法.石油大学出版社,1995.62~71
    127 金洪源.应用学与教的心理学原理十年实验与关于形式训练说的思考.华东师大学报(教科版),1995,1:67~75
    128 皮连生.知识分类与目标导向教学——理论与实践.上海:华东师范大学出版社,2000. 337~342
    129 Asha J, Caroline M D, Nora P. An exploratory study of schema-based word-problem-solving instruction for middle school students with learning disabilities: An emphasis on conceptual and procedural understanding. The Journal of Special Education, 2002, 1: 23~38
    130 张奇.谈谈教育经验总结法.教育研究,1992,6:55~58
    131 黄洁华等.智力及其测量研究的新进展.心理科学,2000,23(2):189~229
    132 邵瑞珍.教育心理学.上海:上海教育出版社,2001.219~254
    133 皮连生.知识分类与目标导向教学——理论与实践.上海:华东师范大学出版社,2000.42~44
    134 林崇德.学习与发展.北京师范大学出版社,1999.286~332
    135 陈琦等.论数学能力的研究与认知理论的关系.心理学报,1984,3:331~337
    
    
    136 戴斯,纳格利尔里,柯尔比著.扬艳云,谭和平译.认知过程的评估——智力的PASS理论.上海:华东师范大学出版社,1999.12~26
    137 吴庆麟等.认知教学心理学.上海:上海科学技术出版社,2000.185~208
    138 三味工作室.SPSSV10.0 for windows实用基础教程.北京:北京希望电子出版社,2002.248~296
    139 Geary D C. Mathematical disabilities: Cognitive, neuropsychological, and genetic components. Psychological Bullein, 1993, 114(2): 345~362
    140 Asha J, Caroline M D, Nora P. An exploratory study of schema-based word-problem-solving instruction for middle school students with learning disabilities: An emphasis on conceptual and procedural understanding. The Journal of Special Education, 2002, 1: 23~386
    141 王兄等:图式理论对数学概念学习影响的实验研究.培训与研究——湖北教育学院学报,2001,18(5):54~56
    142 Ellen D G, Carol W Y, Frank R Y. The Cognitive Psychology of School Learning. New York, NY: Harper Collins College Publishers, 1993. 80~89
    143 潘建忠.图式与句式教学:一个转折复句的教学实验.心理科学,2000,23(6):672~676
    144 Brook L W, Dansereau D F. Effects of Structural Schema Training and Test Organization on Expository Prose Processing. Journal of Educational Psychology, 1983, 75(6): 811~820
    145 Jack A N, Deanne J. Effectiveness of cognitive strategy intervention in improving arithmetic computation based on the PASS theory. Journal of Learning Disabilities, 2000, 33(6): 591-597
    146 Annemie D, Herbert R, Ann B. Journal of Learning Disabilities, 2001, 34(5): 435~449
    147 Robert H, Lisbeth A, Gerald T. Using a concept-grounded, curriculum-based measure in mathmatics to predict statewide test scores for middle school students with LD. The Journal of Special Education, 2002, 36 (2): 102~202
    148 朱莉琪.数学学习困难儿童解决简单加减法时的认知特点的实验研究.中国特殊教育,1999,3:32~35
    149 许永勤,朱新明.关于样例学习中样例设计的若干研究.心理学动态,2000,8(2):46~49
    150 Nancy C J, Teresa O M. Cognitive arithmetic and problem solving: A comparison of children with specific and general mathematics difficulties. Journal of Learning Disabilities, 1997, 30: 624~634

© 2004-2018 中国地质图书馆版权所有 京ICP备05064691号 京公网安备11010802017129号

地址:北京市海淀区学院路29号 邮编:100083

电话:办公室:(+86 10)66554848;文献借阅、咨询服务、科技查新:66554700