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  • MPI Ethno. Forsch.  (2)
  • MPI-MMG
  • 2010-2014  (2)
  • Wiesbaden : Springer Fachmedien Wiesbaden
  • Education  (2)
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Subjects(RVK)
  • 1
    Online Resource
    Online Resource
    Wiesbaden : Springer Fachmedien Wiesbaden
    ISBN: 9783658030971
    Language: English
    Pages: Online-Ressource (XX, 321 p. 25 illus, online resource)
    Series Statement: Perspektiven der Mathematikdidaktik
    Series Statement: SpringerLink
    Series Statement: Bücher
    Parallel Title: Druckausg.
    Keywords: Mathematics ; Education ; Education ; Mathematics
    Abstract: The superior performance of East Asian students in recent international studies of mathematics achievement has attracted the attention of educators and policy makers worldwide. Xinrong Yang focuses on exploring how an expert mathematics teacher is conceptualized by mathematics educators in China and the characteristics that expert mathematics teachers share. The author adopts a sociocultural theory and a prototypical view of conception in this study of teacher expertise and shows that some of the roles expected to be played by expert mathematics teachers in China, such as being at the same time a researcher, a mentor, an expert in examination, and an exemplary model, are quite different from the roles expected of an expert teacher in Western cultures. In addition, some characteristics of expert mathematics teachers the author identifies are different from those reported in previous studies. Examples include the expert mathematics teachers´ contemporary-constructivist oriented beliefs about mathematics and its learning and teaching, and their ability to teach with flexibility, balance, and coherence. Contents · Conception of Expert Mathematics Teachers · Beliefs and Knowledge of Expert Mathematics Teachers · Classroom Teaching Practice and Sociocultural Influences Target Groups · Researchers, academics and scholars of mathematics and didactics · Teachers The Author Dr. Xinrong Yang works as an associate professor at the Southwest University, Chongqing, P. R. China. The Editor(s) The series Perspektiven der Mathematikdidaktik is edited by Prof. Dr. Gabriele Kaiser, Prof. Dr. Rita Borromeo Ferri, and Prof. Dr. Werner Blum
    Description / Table of Contents: Foreword; Abstract; Acknowledgements; Contents; List of Figures; List of Tables; Chapter One Introduction; 1.1 Background to the Problem; 1.2 Rationale of the Study; 1.3 Research Questions of the Study; 1.4 Significance of the Study; 1.5 Outline of the Study; Chapter Two Theoretical Orientations and Literature Review; 2.1 Introduction; 2.2 Theoretical Perspective of the Study; 2.2.1 Views of concepts; 2.2.2 A prototype approach to teaching expertise; 2.3 Theoretical Underpinnings of the Study; 2.3.1 Sociocultural theory; 2.3.2 Sociocultural theory and mathematics education
    Description / Table of Contents: 2.3.3 A framework for this study2.4 Literature Review; 2.4.1 Studies on expert teacher; 2.4.2 Studies on expert mathematics teacher; 2.4.3 Summary of literature review; 2.5 Summary of the Chapter; Chapter Three Research Background; 3.1 Introduction; 3.2 The Role of Teachers in Chinese Culture; 3.2.1 The role of teachers under traditional Chinese culture; 3.2.2 The role of teachers under contemporary Chinese culture; 3.3 Mathematics Teacher Education in Mainland China; 3.3.1 A brief history of teacher education in mainland China; 3.3.2 Pre-service mathematics teacher education
    Description / Table of Contents: 3.3.3 In-service mathematics teacher education3.4 Regulation of Teacher Qualifications and Promotion Policy; 3.5 Basic Education and Assessment System; 3.6 Mathematics Curriculum and Textbooks in Mainland China; 3.6.1 A brief history of mathematics curriculum development; 3.6.2 Characteristics of curriculum system and mathematics textbooks; 3.7 Summary of the Chapter; Chapter Four Research Methodology and Design of the Study; 4.1 Introduction; 4.2 Justification for Choosing Qualitative Research; 4.2.1 The features of qualitative research; 4.2.2 Why choose qualitative research as methodology
    Description / Table of Contents: 4.3 Research Design4.4 Research Site and Participants; 4.4.1 Introduction and rationale to research site; 4.4.2 Process of choosing participants; 4.4.3 Basic information of participants; 4.5 Data Collection Methods; 4.5.1 Semi-structured interview; 4.5.2 Classroom observation; 4.5.3 Documents; 4.6 Data Analysis; 4.6.1 Interview data; 4.6.2 Observation data; 4.6.3 Documentary data; 4.7 Validity of the Study; 4.8 Research Ethics; 4.9 Summary of the Chapter; Chapter Five Conception of Expert Mathematics Teachers; 5.1 Introduction; 5.2 Knowledge; 5.2.1 Knowledge of Mathematics
    Description / Table of Contents: 5.2.2 Knowledge of theory5.2.3 Knowledge of learners; 5.2.4 Knowledge of curriculum; 5.2.5 Knowledge about other subjects; 5.2.6 Discussion; 5.3 Ability; 5.3.1 Research ability; 5.3.2 Ability to mentor other teachers; 5.3.3 Teaching ability; 5.3.4 Discussion; 5.4 Other Traits; 5.4.1 Noble personality; 5.4.2 Working diligently and studying rigorously; 5.4.3 Wide horizons; 5.4.4 Strong social reputation; 5.4.5 Discussion; 5.5 Summary of the Chapter; Chapter Six Beliefs and Knowledge of Expert Mathematics Teachers; 6.1 Introduction; 6.2 Beliefs; 6.2.1 Beliefs about mathematics
    Description / Table of Contents: 6.2.2 Beliefs about mathematics learning
    Note: Description based upon print version of record
    URL: Volltext  (lizenzpflichtig)
    URL: Cover
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  • 2
    ISBN: 9783658036720
    Language: English
    Pages: Online-Ressource (XXI, 179 p. 23 illus, online resource)
    Series Statement: Perspektiven der Mathematikdidaktik
    Series Statement: SpringerLink
    Series Statement: Bücher
    Parallel Title: Druckausg. Huang, Rongjin Prospective mathematics teachers’ knowledge of algebra
    RVK:
    RVK:
    Keywords: Mathematics ; Education ; Education ; Mathematics ; USA ; China ; Mathematiklehrer ; Algebra ; Fachwissen
    Abstract: Rongjin Huang examines teachers’ knowledge of algebra for teaching, with a particular focus on teaching the concept of function and quadratic relations in China and the United States. 376 Chinese and 115 U.S.A. prospective middle and high school mathematics teachers participated in this survey. Based on an extensive quantitative and qualitative data analysis the author comes to the following conclusions: The Chinese participants demonstrate a stronger knowledge of algebra for teaching and their structure of knowledge of algebra for teaching is much more interconnected. They show flexibility in choosing appropriate perspectives of the function concept and in selecting multiple representations. Finally, the number of college mathematics and mathematics education courses taken impacts the teachers’ knowledge of algebra for teaching. Contents · Knowledge Needed for Teaching · Mathematics Teacher Education in China and the U.S.A. · Instrumentation, Data Collection, and Data Analysis · Comparison of Knowledge of Algebra for Teaching (KAT) between China and the U.S.A. · Relationship among Different Components of KAT · Comparison of KTCF between China and the U.S.A. Target Groups · Researchers, academics, and scholars of mathematics and didactics · Teachers The Author Dr. Rongjin Huang works as an associate Professor at the Middle Tennessee State University, U.S.A
    Description / Table of Contents: Foreword; Acknowledgments; Table of Contents; Figures; Tables; Nomenclature; 1 Chapter One: Introduction; 1.1 Background; 1.2 Statement of Purpose; 1.3 Research Questions; 1.4 Delimitations; 2 Chapter Two: Literature Review; 2.1 Knowledge Needed for Teaching; 2.2 Mathematics Knowledge for Teaching; 2.3 Teachers' Knowledge of Algebra for Teaching; 2.4 Mathematics Knowledge for Teaching Some Key Concepts in Algebra; 2.4.1 Teaching and Learning of the Concept of Function; 2.4.2 Teaching and Learning of Expressions and Equations Expressions.
    Description / Table of Contents: 2.4.3 Two Perspectives about the Concept of Function: A Case Study of Quadratic Function2.4.4 Flexibility in Learning the Concept of Function: A Case Study of Quadratic Function.; 2.5 Mathematics Teacher Education Systems in China and the U.S.; 2.5.1 Mathematics Teacher Education in China; 2.5.2 Mathematics Teacher Education in the U.S.; 2.6 Comparative Studies on Teachers' Knowledge for Teaching between China and the U.S.; 2.7 Conclusion; 3 Chapter Three: Methodology; 3.1 Instrumentation; 3.1.1 Content Appropriateness; 3.1.2 Translation Equivalence
    Description / Table of Contents: 3.1.3 Appropriateness of the Survey from Teachers' Perspectives3.1.4 Measuring Knowledge for Teaching the Concept of Function; 3.2 Data Collection; 3.2.1 Chinese Data Collection; 3.2.2 U.S. Data Collection; 3.2.3 Interview of the Selected U.S. Participants; 3.3 Data Analysis; 3.3.1 Quantifying the Data; 3.3.2 Inter-Rater Reliability; 3.3.3 Developing Categories of Different Strategies of Solving OpenendedItems; 3.3.4 Quantitative Analysis; 3.3.5 Interview Data Analysis; 3.4 Framework for Data Analysis; 3.5 Conclusion; 4 Chapter Four: Results; 4.1 Comparison of KAT between China and the U.S.
    Description / Table of Contents: 4.1.1 Reliability of the Instrument4.1.2 The Mean Differences of Items and Components between China and the U.S.; 4.1.3 Analysis of Selected Multiple Choice Items; 4.2 Relationship among Components of KAT in China and the U.S.; 4.2.1 Path Model Analysis; 4.3 Comparisons of KTCF between China and the U.S.; 4.3.1 Logical Reasoning in Matrix System; 4.3.2 Flexibility in Adopting Perspectives of Function Concept; 4.3.3 Flexibility in Using and Shifting Different Representations; 4.4 An Analysis of Correlation between Flexibility and Other Variables; 4.5 Summary of the Findings
    Description / Table of Contents: 4.5.1 The Differences and Similarities of KAT in Chinese and U.S. Prospective Teachers4.5.2 The Relationship between Different Components of KAT; 4.5.3 Difference and Similarities of Knowledge for Teaching the Concept of functions; 4.5.4 The Relationship between KAT and Courses Taken; 5 Chapter Five: Conclusion and Discussion; 5.1 Conclusion; 5.1.1 Knowledge of Algebra for Teaching in China and the U.S.; 5.1.2 The Relationship between Different Components of KAT; 5.1.3 The Difference and Similarities of Knowledge for Teaching the Concept of Functions
    Description / Table of Contents: 5.1.4 The Relationship between Prospective Teachers' KAT and Their Course Taking
    Note: Description based upon print version of record
    URL: Volltext  (lizenzpflichtig)
    URL: Cover
    Library Location Call Number Volume/Issue/Year Availability
    BibTip Others were also interested in ...
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