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  • MPI Ethno. Forsch.  (17)
  • MPI-MMG
  • Wiesbaden : Springer Fachmedien Wiesbaden  (9)
  • Dordrecht : Springer Science+Business Media B.V  (8)
  • Education  (14)
  • Hochschulschrift  (6)
  • Datenauswertung
  • Mathematics  (17)
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  • 1
    Online Resource
    Online Resource
    Wiesbaden : Springer Fachmedien Wiesbaden | Cham : Springer International Publishing AG
    ISBN: 9783658309527 , 3658309520
    Language: German
    Pages: 1 Online-Ressource (XXIII, 296 Seiten) , 129 Abb.
    Edition: 1st ed. 2020
    Series Statement: Essener Beiträge zur Mathematikdidaktik
    Parallel Title: Erscheint auch als Schulte-Wißing, Eva-Maria Kinder deuten Zahlenmuster
    DDC: 301
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    Keywords: Zahl ; Muster ; Epistemische Logik ; Arithmetik ; Mathematikunterricht ; Grundschule ; Sociology ; Mathematics Study and teaching  ; Mathematics ; Sociology ; Mathematics Education ; Mathematics ; Hochschulschrift
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  • 2
    ISBN: 9783658236625
    Language: German
    Pages: Online-Ressource (XIX, 203 S, online resource)
    Series Statement: Dortmunder Beiträge zur Entwicklung und Erforschung des Mathematikunterrichts 38
    Series Statement: SpringerLink
    Series Statement: Bücher
    Parallel Title: Erscheint auch als Mayer, Carolin, 1989 - Zum algebraischen Gleichheitsverständnis von Grundschulkindern
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    Keywords: Mathematics ; Mathematics Education ; Mathematics ; Mathematics—Study and teaching . ; Hochschulschrift ; Grundschulkind ; Mathematikunterricht ; Algebra ; Gleichung ; Lernumwelt
    Abstract: Carolin Mayer zeigt, dass Gleichungen im Arithmetikunterricht der Grundschule für das weitere Lernen in der Primar- und Sekundarstufe, insbesondere unter algebraischer Perspektive, eine zentrale Rolle spielen. Sie konzentriert sich hierzu auf das Gleichheitsverständnis von Kindern, das sich beim Erkennen, Beschreiben und Begründen der Gleichheit bzw. Ungleichheit von arithmetischen Termen zeigt. Die Autorin arbeitet Charakteristika des Verstehens von Gleichheiten bei Viertklässlern heraus und stellt Lernumgebungen zur Anregung eines algebraischen Gleichheitsverständnisses vor. Der Inhalt Gleichheiten und Argumentationsprozesse im Mathematikunterricht der Grundschule Methode und Design: Fachdidaktische Entwicklungsforschung im Dortmunder Modell Argumentationsanalysen zur Charakterisierung eines algebraischen Gleichheitsverständnisses Interpretative Analysen zur Charakterisierung der Lernumgebungen Die Zielgruppen Dozierende und Studierende der Mathematikdidaktik Lehrerinnen und Lehrer an Grundschulen und ihre Aus- und Fortbildenden Die Autorin Carolin Mayer promovierte als Stipendiatin und später als wissenschaftliche Mitarbeiterin am Institut für Entwicklung und Erforschung des Mathematikunterrichts der TU Dortmund und arbeitet zurzeit als Lehrerin an einer Grundschule. Die Herausgeberinnen und Herausgeber Die Reihe Dortmunder Beiträge zur Entwicklung und Erforschung des Mathematikunterrichts wird herausgegeben von Stephan Hußmann, Marcus Nührenbörger, Susanne Prediger und Christoph Selter
    Abstract: Gleichheiten und Argumentationsprozesse im Mathematikunterricht der Grundschule -- Methode und Design: Fachdidaktische Entwicklungsforschung im Dortmunder Modell -- Argumentationsanalysen zur Charakterisierung eines algebraischen Gleichheitsverständnisses -- Interpretative Analysen zur Charakterisierung der Lernumgebungen
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  • 3
    ISBN: 9783658229085
    Language: German
    Pages: Online-Ressource (XV, 363 S. 50 Abb, online resource)
    Edition: Springer eBook Collection. Social Science and Law
    Series Statement: Perspektiven der Mathematikdidaktik
    Series Statement: SpringerLink
    Series Statement: Bücher
    Parallel Title: Erscheint auch als Cramer, Jenny Mathematisches Argumentieren als Diskurs
    Parallel Title: Erscheint auch als Cramer, Jenny Mathematisches Argumentieren als Diskurs
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    Keywords: Education ; Education ; Mathematics Study and teaching ; Mathematics Study and teaching ; Hochschulschrift ; Mathematikunterricht ; Bildungsförderung ; Migrationshintergrund ; Argumentation
    Abstract: Mathematisches Argumentieren ist bedeutsam für die Entwicklung eines mathematischen Verständnisses, doch für viele Lernende scheint diese unterrichtliche Tätigkeit nur schwer zugänglich zu sein. Ausgehend von einem auf Habermas zurückgehenden Diskursbegriff dokumentiert Jenny Cramer die Entwicklung eines Modells, das die Rekonstruktion potentieller und tatsächlich entstehender Hindernisse im mathematischen Argumentationsdiskurs ermöglicht. Mittels einer theoretisch und empirisch erarbeiteten Typologie liefert sie Erklärungsansätze für die Entstehung von Hindernissen aus den Perspektiven Bildungssprache, Rationalität und Diskursethik. Der Inhalt Argumentieren als bedeutsame mathematische Tätigkeit Argumentieren als Herausforderung für Lernende Habermas’sche Zugänge zum Argumentieren Empirisch fundierte Beschreibung der Hinderniskategorien Hindernisse im mathematischen Argumentationsdiskurs Die Zielgruppen Forschende, Dozierende und Studierende der Mathematikdidaktik Lehrerinnen und Lehrer und ihre Aus- und Fortbildenden Die Autorin Jenny Cramer promovierte bei Prof. Dr. Christine Knipping an der Universität Bremen und ist derzeit als Lehrerin an einem Bremer Gymnasium tätig
    Abstract: Argumentieren als bedeutsame mathematische Tätigkeit -- Argumentieren als Herausforderung für Lernende -- Habermas’sche Zugänge zum Argumentieren -- Empirisch fundierte Beschreibung der Hinderniskategorien -- Hindernisse im mathematischen Argumentationsdiskurs
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  • 4
    ISBN: 9783658225872
    Language: German
    Pages: Online-Ressource (XXI, 323 S. 51 Abb., 15 Abb. in Farbe, online resource)
    Edition: Springer eBook Collection. Social Science and Law
    Series Statement: Freiburger Empirische Forschung in der Mathematikdidaktik
    Series Statement: SpringerLink
    Series Statement: Bücher
    Parallel Title: Erscheint auch als Bernack-Schüler, Carola Die Entwicklung von Mathematikbildern bei Lehramtsstudierenden
    Parallel Title: Printed edition
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    Keywords: Education ; Education ; Mathematics Study and teaching ; Mathematics Study and teaching ; Hochschulschrift ; Einstellung ; Bewusstsein ; Mathematikunterricht ; Lehrerbildung ; Mathematik
    Abstract: Carola Bernack-Schüler geht der Frage der Veränderung von mathematikbezogenen Beliefs Studierender durch ein qualitatives Vorgehen in Form von Prä-Post-Interviews nach. Dabei wird die Änderung von Mathematikbildern durch ein Problemlöseseminar für Lehramtsstudierende aus unterschiedlichen Perspektiven und auf verschiedenen Ebenen in Einzelfallanalysen und fallübergreifend herausgearbeitet. Die Autorin identifiziert verschiedene Typen der Beliefänderung und zeigt die Kontextbezogenheit von Beliefs und die teilweise schwach ausfallende Argumentation bei deren Verbalisierung auf. Die Arbeit liefert Erkenntnisse zur Ausbildung eines reflektierten Beliefsystems zukünftiger Mathematiklehrerinnen und -lehrer sowie erste Anhaltspunkte zu Ursachen der Beliefänderung durch ein Problemlöseseminar. Der Inhalt Die Rolle von Beliefs zur Mathematik in der Lehrerbildung und die Anbindung an das Forschungsprojekt FORMAT Qualitative Datenaufbereitung und -auswertung Einzelfallanalysen und fallübergreifende Auswertung der Beliefänderung Die Zielgruppen Dozierende und Studierende der Mathematikdidaktik Lehrerinnen und Lehrer und ihre Aus- und Fortbildenden Die Autorin Carola Bernack-Schüler promovierte als wissenschaftliche Mitarbeiterin in Forschung und Lehre am Institut für Mathematische Bildung (IMBF) der Pädagogischen Hochschule Freiburg. Derzeit ist sie im Schuldienst an einer Realschule in Baden-Württemberg tätig. Die Herausgeberinnen und Herausgeber Die Reihe Freiburger Empirische Forschung in der Mathematikdidaktik wird herausgegeben von Lars Holzäpfel, Timo Leuders, Katja Maaß, Gerald Wittmann und Andreas Eichler
    Abstract: Die Rolle von Beliefs zur Mathematik in der Lehrerbildung und die Anbindung an das Forschungsprojekt FORMAT -- Qualitative Datenaufbereitung und -auswertung -- Einzelfallanalysen und fallübergreifende Auswertung der Beliefänderung
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  • 5
    ISBN: 9783658213756
    Language: German
    Pages: 1 Online-Ressource
    Edition: Springer eBook Collection. Social Science and Law
    Series Statement: Dortmunder Beiträge zur Entwicklung und Erforschung des Mathematikunterrichts 35
    Series Statement: SpringerLink
    Series Statement: Bücher
    Series Statement: Dortmunder Beiträge zur Entwicklung und Erforschung des Mathematikunterrichts
    Parallel Title: Erscheint auch als
    Dissertation note: Dissertation Technische Universität Dortmund 2017
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    Keywords: Education ; Mathematics Study and teaching
    Abstract: Birte Pöhler (verh. Friedrich) präsentiert ein theoretisch fundiertes und empirisch erprobtes fach- und sprachintegriertes Lehr-Lern-Arrangement zur alltagsrelevanten Thematik der Prozente, das der Förderung insbesondere von sprachlich schwachen Lernenden dient und sich auch für den Erstzugang im Unterricht zweier Klassen als wirksam erwiesen hat. Das Konzept zeichnet sich dadurch aus, dass ein fachlicher und ein sprachlicher Lernpfad strukturiert und mithilfe eines graphischen Darstellungsmittels systematisch verknüpft werden. Die Autorin illustriert die damit initiierbaren individuellen Lernwege und rekonstruiert detailliert, inwiefern Lernende schriftlich oder mündlich angebotene Sprachmittel tatsächlich aufnehmen oder eigene finden, um die mathematischen Zusammenhänge auszudrücken. Der Inhalt Typische konzeptuelle Hürden und Lesehürden im Umgang mit Prozenten Sprachförderung im Mathematikunterricht Konzeption eines fach- und sprachintegrierten Konzepts am Beispiel der Thematik der Prozente Methode der Spurenanalyse zur Rekonstruktion lexikalischer Lernwege Die Zielgruppen Dozierende und Studierende der Mathematikdidaktik Lehrerinnen und Lehrer und ihre Aus- und Fortbildenden Die Autorin Birte Pöhler promovierte als wissenschaftliche Mitarbeiterin bei Prof. Dr. Susanne Prediger am Institut für Entwicklung und Erforschung des Mathematikunterrichts der Technischen Universität Dortmund. Die Herausgeberinnen und Herausgeber Die Reihe Dortmunder Beiträge zur Entwicklung und Erforschung des Mathematikunterrichts wird herausgegeben von Stephan Hußmann, Marcus Nührenbörger, Susanne Prediger und Christoph Selter
    Abstract: Typische konzeptuelle Hürden und Lesehürden im Umgang mit Prozenten -- Sprachförderung im Mathematikunterricht -- Konzeption eines fach- und sprachintegrierten Konzepts am Beispiel der Thematik der Prozente -- Methode der Spurenanalyse zur Rekonstruktion lexikalischer Lernwege
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  • 6
    ISBN: 9783658225674
    Language: German
    Pages: Online-Ressource (XX, 346 S. 29 Abb., 13 Abb. in Farbe, online resource)
    Edition: Springer eBook Collection. Social Science and Law
    Series Statement: SpringerLink
    Series Statement: Bücher
    Parallel Title: Erscheint auch als
    Parallel Title: Printed edition
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    Keywords: Education ; Education ; Mathematics Study and teaching ; Mathematics Study and teaching
    Abstract: Helmut Hofbauer analysiert und vergleicht bestehende fachwissenschaftliche, fachdidaktische und pädagogische Unterschiede hinsichtlich des Argumentierens und Begründens mit dem Fokus auf den Inhaltsbereich Geometrie. Im Rahmen einer empirischen Querschnittsuntersuchung mit 21 berufserfahrenen Lehrkräften und 4 Experten werden berufsrelevante Kompetenzen und Einstellungen von Mathematiklehrkräften mit unterschiedlichen Hochschulabschlüssen für die Sekundarstufe 1 erforscht. Es gelingt dem Autor, die daraus resultierenden Vorschläge zusammenzuführen und zu einer Verbesserung des Lehramtsstudiums beizutragen. Der Inhalt Theoretische Analyse des Kompetenz- und Einstellungsbegriffs Auswirkung und Bedeutung von Kompetenzen und Einstellungen im Lehrberuf Kompetenz- und Einstellungserwerb in der präuniversitären, universitären und postuniversitären Phase Kompetenz- und Einstellungsunterschiede bei Lehrkräften der Sekundarstufe 1 Überlegungen über Veränderungen in der Lehrerausbildung Die Zielgruppen Dozierende und Studierende aus den Bereichen Didaktik der Mathematik, Pädagogik, Hochschulforschung Professoren in der Lehramtsausbildung, Lehrkräfte in der Sekundarstufe 1, Akteure im Schul- und Universitätsbetrieb Der Autor Prof. Mag. Dr. Helmut Hofbauer lehrt Angewandte Mathematik und Physik an der HTL Paul-Hahn-Straße in Linz, Österreich
    Abstract: Theoretische Analyse des Kompetenz- und Einstellungsbegriffs -- Auswirkung und Bedeutung von Kompetenzen und Einstellungen im Lehrberuf -- Kompetenz- und Einstellungserwerb in der präuniversitären, universitären und postuniversitären Phase -- Kompetenz- und Einstellungsunterschiede bei Lehrkräften der Sekundarstufe 1 -- Überlegungen über Veränderungen in der Lehrerausbildung
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  • 7
    ISBN: 9783658136918 , 9783658136901
    Language: German
    Pages: 1 online resource (316 pages)
    Parallel Title: Erscheint auch als Kaganova, Ekaterina Was uns Lehrtexte lehren : Eine empirische Untersuchung von Schulbuchlehrtexten im Fach Mathematik
    DDC: 370
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    Keywords: Hochschulschrift
    Note: Description based on publisher supplied metadata and other sources
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  • 8
    ISBN: 9783658118075
    Language: German
    Pages: 1 Online-Ressource (XXIII, 391 Seiten) , Illustrationen, Diagramme
    Series Statement: SpringerLink
    Series Statement: Bücher
    Parallel Title: Erscheint auch als Scherrmann, Alexandra Lernen mit Lösungsbeispielen im Mathematikunterricht
    Parallel Title: Erscheint auch als Scherrmann, Alexandra Lernen mit Lösungsbeispielen im Mathematikunterricht
    Dissertation note: Dissertation Pädagogische Hochschule Ludwigsburg 2015
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    Keywords: Education ; Mathematics Study and teaching ; Educational psychology ; Education—Psychology. ; Education ; Mathematics Study and teaching ; Educational psychology ; Education Psychology ; Hochschulschrift ; Mathematikunterricht ; Sekundarstufe 1 ; Datenauswertung ; Lösung ; Beispiel
    Abstract: Lehren und Lernen zwischen Instruktion und Konstruktion -- Cognitive Apprenticeship -- Lernen und Wirkungen des Lernens mit verschiedenen Lösungsbeispieltypen -- Die Unterrichtseinheit „Auswerten von Daten“ -- Die Intervention aus Sicht von Schülerinnen und Schülern – Analyse subjektiver Perspektiven.
    Abstract: Alexandra Scherrmann setzt sich mit der Lernmethode „Lernen mit Lösungsbeispielen“ unter der Prämisse eines konstruktivistisch orientierten Unterrichts auseinander. Um zu untersuchen, ob sich auch Lösungsbeispiele mit Lücken oder Fehlern im regulären Mathematikunterricht – außerhalb von Laborsettings – bewähren, setzt sie verschiedene Lösungsbeispieltypen (vollständig, unvollständig, fehlerhaft) in einer Unterrichtseinheit zum „Auswerten von Daten“ in der Sekundarstufe I ein. Die quantitativen Analysen zeigen günstige Auswirkungen auf fachlicher sowie motivational-affektiver Ebene. Die qualitativen Analysen der Schülerinterviews geben Aufschlüsse über eingesetzte Lernwege und -strategien. Der Inhalt Lehren und Lernen zwischen Instruktion und Konstruktion Cognitive Apprenticeship Lernen und Wirkungen des Lernens mit verschiedenen Lösungsbeispieltypen Die Unterrichtseinheit „Auswerten von Daten“ Die Intervention aus Sicht von Schülerinnen und Schülern – Analyse subjektiver Perspektiven Die Zielgruppen Dozierende und Studierende der Pädagogischen Psychologie und der Erziehungswissenschaften, insbesondere Mathematikdidaktik Mathematiklehrerinnen und Mathematiklehrer Die Autorin Alexandra Scherrmann ist Akademische Mitarbeiterin und Dozentin für Mathematikdidaktik für die Lehrämter Sekundarstufe I, Primarstufe und Sonderpädagogik am Institut für Mathematik und Informatik (Abteilung Mathematik) der Pädagogischen Hochschule Ludwigsburg.
    Description / Table of Contents: Lehren und Lernen zwischen Instruktion und KonstruktionCognitive Apprenticeship -- Lernen und Wirkungen des Lernens mit verschiedenen Lösungsbeispieltypen -- Die Unterrichtseinheit „Auswerten von Daten“ -- Die Intervention aus Sicht von Schülerinnen und Schülern - Analyse subjektiver Perspektiven.
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  • 9
    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: Erscheint auch als Huang, Rongjin Prospective mathematics teachers’ knowledge of algebra
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    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
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  • 10
    Online Resource
    Online Resource
    Dordrecht : Springer Science+Business Media B.V
    ISBN: 9789400724570 , 1283456427 , 9781283456425
    Language: English
    Pages: Online-Ressource (X, 268p. 16 illus, digital)
    Series Statement: SpringerLink
    Series Statement: Bücher
    Parallel Title: Buchausg. u.d.T. Advances in nature of science research
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    Keywords: Curriculum planning ; Science Study and teaching ; Education ; Education ; Curriculum planning ; Science Study and teaching ; Science ; Study and teaching ; Science ; Philosophy ; Wissenschaft ; Wissenschaftstheorie ; Empirische Forschung ; Naturwissenschaftlicher Unterricht
    Abstract: This book consolidates contemporary thinking and research efforts in teaching and learning about the nature of science in science education. The term 'Nature of Science' (NoS) has appeared in the science education literature for many decades. While there is still a controversy among science educators about what constitutes NoS, educators are unanimous in acknowledging the importance of this topic as well as the need to make it explicit in teaching science. The general consensus is that the nature of science is an intricate and multifaceted theme that requires continued scholarship
    Abstract: This book consolidates contemporary thinking and research efforts in teaching and learning about the nature of science in science education. The term 'Nature of Science' (NoS) has appeared in the science education literature for many decades. While there is still a controversy among science educators about what constitutes NoS, educators are unanimous in acknowledging the importance of this topic as well as the need to make it explicit in teaching science. The general consensus is that the nature of science is an intricate and multifaceted theme that requires continued scholarship. Recent anal
    Description / Table of Contents: pt. 1. Conceptual issues in the nature of science research -- pt. 2. Methodological advances in the nature of science research.
    Note: Includes bibliographical references and index
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  • 11
    ISBN: 9789400728134 , 1283456656 , 9781283456654
    Language: English
    Pages: Online-Ressource (XIV, 268p. 10 illus, digital)
    Series Statement: Mathematics Education Library 55
    Series Statement: SpringerLink
    Series Statement: Bücher
    Parallel Title: Buchausg. u.d.T. Equity in discourse for mathematics education
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    Keywords: Mathematics ; Education ; Education ; Mathematics ; Mathematikunterricht ; Diskursanalyse
    Abstract: David Pimm
    Abstract: This book covers the discourse and equity in mathematics education research. Given the inherent connection between discourse and equity, this book focuses on two approaches to the connection. Contributors consider the ways in which the social, mathematical, cultural, and political aspects of classroom interactions impact students' opportunities to participate in the kinds of discourse practices that provide access to resources. Contributors also consider the perceptions and practices of educators, particularly the extent to which they view diversity as a resource and to which they are aware of
    Description / Table of Contents: Equity in Discourse for Mathematics Education; Foreword; Discourse and Equity: The Simultaneous Challenge of Epistemological and Social Access; Preface; Contents; Chapter 1: Inherent Connections Between Discourse and Equity in Mathematics Classrooms; 1 Equity; 2 Discourse; 3 Changing Discourse Patterns in Mathematics Classrooms; 3.1 Making Language Practices Explicit; 3.2 Cultural Dimensions of Discourse; 3.3 Structuring Equitable Discourse; 4 Bringing These Perspectives Together in This Book; Part I: Equity Concerns Draw Attention to Discourse
    Description / Table of Contents: Chapter 2: Context Matters: How Should We Conceptualize Equity in Mathematics Education?1 Framing Equity; 2 Equity in Teaching and Learning Contexts; 2.1 Nine U.S. High Schools; 2.2 A Successful Teacher Community; 2.3 Twenty-Three Teacher Candidates; 2.4 The 'Achievement Gap'; 3 Future Research; 4 Postscript (2011); Chapter 3: Exploring Scholastic Mortality Among Working-Class and Indigenous Students; 1 Teaching Working-Class and Indigenous Students: An Act of Symbolic Violence?; 2 Both-Ways Education: Challenging Symbolic Violence; 3 Resistance Theory: Alternatives to Deficit Models
    Description / Table of Contents: 4 Language Structures and Marginalising Discourses5 Language Differences: The Case of Questioning; 5.1 Written Questions and Contexts; 5.2 Classroom Interactions; 5.3 Questions to Control Behaviour and Flow of Lessons; 5.4 Questions to Elicit Knowledge; 6 Teacher Judgement and Success: The Curse of Ability in Mathematics Education; Chapter 4: Mathematics Learning in Groups: Analysing Equity Within an Activity Structure; 1 Equity and Opportunities to Learn in Mathematical Group Work; 1.1 Analysing Equity in Terms of Opportunities to Learn; 2 Methods; 2.1 Major Data Sources
    Description / Table of Contents: 2.2 Identifying Work Practices2.3 Identifying Positioning; 3 Equity and Interaction in the Presentation Preparation; 4 Discussion; Chapter 5: Aiming for Equity in Ethnomathematics Research; 1 Context; 2 Ethnomathematics; 3 Positioning Theory; 4 Shifting Storylines in the Research Conversations; 4.1 Changing Storylines; 4.2 Challenges of Representation; 5 Reflection; Chapter 6: How Equity Concerns Lead to Attention to Mathematical Discourse; 1 Multiple Approaches to Equity Discourse and Ethnomathematics; 2 Three Points of Further Discussion; 2.1 Defining 'discourse'
    Description / Table of Contents: 2.2 Issues with the Discourse Practices of School2.3 Issues with Using Ethnomathematical Approaches; 3 Equitable and Successful Practices in U.S. Mathematics Classrooms; 4 Some Recommendations for Future Research on Equity and Discourse; 4.1 Recommendation #1: Avoid Essentializing Cultural Practices; 4.2 Recommendation #2: Avoid Deficit Models; 4.3 Recommendation #3: Recognize the Complexity of Language and Discourse Practices; 4.4 Recommendation #4: Shift Away from Monolithic Views of Mathematical Discourse; Part II: Attention to Discourse Highlights Equity Concerns
    Description / Table of Contents: Chapter 7: Linguistic Tools for Exploring Issues of Equity
    Note: Description based upon print version of record
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  • 12
    Online Resource
    Online Resource
    Dordrecht : Springer Science+Business Media B.V
    ISBN: 9789048197668 , 1283085755 , 9781283085755
    Language: English
    Pages: Online-Ressource (VIII, 228p. 50 illus, digital)
    Series Statement: Mathematics Education Library 50
    Series Statement: SpringerLink
    Series Statement: Bücher
    Parallel Title: Buchausg. u.d.T. Mathematical knowledge in teaching
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    Keywords: Mathematics ; Education ; Education ; Mathematics ; Education ; Mathematics ; Mathematics ; Study and teaching ; Research ; Mathematics teachers ; Training of ; Effective teaching ; Mathematical ability ; Aufsatzsammlung ; Mathematik ; Unterricht
    Abstract: The quality of primary and secondary school mathematics teaching is generally agreed to depend crucially on the subject-related knowledge of the teacher. However, there is increasing recognition that effective teaching calls for distinctive forms of subject-related knowledge and thinking. Thus, established ways of conceptualizing, developing and assessing mathematical knowledge for teaching may be less than adequate. These are important issues for policy and practice because of longstanding difficulties in recruiting teachers who are confident and conventionally well-qualified in mathematics, and because of rising concern that teaching of the subject has not adapted sufficiently. The issues to be examined in Mathematical Knowledge in Teaching are of considerable significance in addressing global aspirations to raise standards of teaching and learning in mathematics by developing more effective approaches to characterizing, assessing and developing mathematical knowledge for teaching.
    Description / Table of Contents: Contents; Contributors; 1 Introduction: Mathematical Knowledge in Teaching; Part I Conceptualising Mathematical Knowledge in Teaching; 2 Conceptualising Teachers' Mathematical Knowledge in Teaching; 3 Knowing and Identity: A Situated Theory of Mathematics Knowledge in Teaching; 4 Changed Views on Mathematical Knowledge in the Course of Didactical Theory Development: Independent Corpus of Scientific Knowledge or Result of Social Constructions?; 5 Teaching Mathematics as the Contextual Application of Mathematical Modes of Enquiry; 6 Conceptualising Mathematical Knowledge in Teaching
    Description / Table of Contents: Part II Understanding the Cultural Context of Mathematical Knowledge in Teaching7 The Cultural Location of Teachers' Mathematical Knowledge: Another Hidden Variable in Mathematics Education Research?; 8 How Educational Systems and Cultures Mediate Teacher Knowledge: `Listening' in English, FrenchINTbreak; and German Classrooms; 9 Modelling Teaching in Mathematics Teacher Education and the Constitution of Mathematics for Teaching; 10 Audit and Evaluation of Pedagogy: Towards a Cultural-Historical Perspective; 11 The Cultural Dimension of Teachers' Mathematical Knowledge
    Description / Table of Contents: Part III Building Mathematical Knowledge in Teaching by Means of Theorised Tools12 The Knowledge Quartet as an Organising Framework for Developing and Deepening Teachers' Mathematics Knowledge; 13 Learning to Teach Mathematics Using Lesson Study; 14 Using Theories to Build Kindergarten Teachers' Mathematical Knowledge for Teaching; 15 Teachers' Stories of Mathematical Subject Knowledge: Accounting for the Unexpected; 16 Building Mathematical Knowledge in Teaching by Means of Theorised Tools; 17 Conclusion; Author Index; Subject Index
    Note: Includes bibliographical references and indexes
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  • 13
    Online Resource
    Online Resource
    Dordrecht : Springer Science+Business Media B.V
    ISBN: 9789048199419 , 1283085828 , 9781283085823
    Language: English
    Pages: Online-Ressource (X, 350p, digital)
    Series Statement: SpringerLink
    Series Statement: Bücher
    Parallel Title: Buchausg. u.d.T. Lesson study research and practice in mathematics education
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    Keywords: Mathematics ; Education ; Education ; Mathematics ; Education ; Mathematics ; Mathematics ; Study and teaching ; Mathematics ; Study and teaching ; Research ; Lesson planning ; Effective teaching ; Mathematikunterricht
    Abstract: Lesson study is a professional development process that teachers engage in to systematically examine their practice, with the goal of becoming more effective. Originating in Japan, lesson study has gained significant momentum in the mathematics education community in recent years. As a process for professional development, lesson study became highly visible when it was proposed as a means of supporting the common practice of promoting better teaching by disseminating documents like standards, benchmarks and nationally validated curricula. While the body of knowledge about lesson study is growing, it remains somewhat elusive and composed of discrete research endeavors. As a new research area there is no coherent knowledge base yet. This book will contribute to the field bringing the work of researchers and practitioners together to create a resource for extant work. This book describes several aspects of Lesson Study, amongst others: it gives an historical overview of the concept, it addresses issues related to learning and teaching mathematics, it looks at the role of the teacher in the process. The last two sections of the book look at how lesson Study can be used with preservice mathematics teachers and at university mathematics methods teaching.
    Description / Table of Contents: Prologue; Contents; Contributors; Introduction: Conceptual Overview of Lesson Study; Lesson Study: Structures, History, and Variation; Research on Lesson Study; Issues from the Field; Learning About Lesson Study Together; References; Part I; Jumping into Lesson Study: Inservice Mathematics Teacher Education; Part II; Emerging Issues from Lesson Study Approaches in Prospective Mathematics Teacher Education; Part III; Challenges and Promises of Unchartered Water: Lesson Study and Institutes of Higher Education; Part IV
    Description / Table of Contents: Seeing the Whole Iceberg: The Critical Role of Tasks, Inquiry Stance, and Teacher Learning in Lesson StudyPart V; Ideas for Developing Mathematical Pedagogical Content Knowledge Through Lesson Study; Final Thoughts
    Description / Table of Contents: Introduction: conceptual overview of lesson study / Aki MurataPart I. Jumping into lesson study: inservice mathematics teacher education -- Lesson study: the impact on teachers' knowledge for teaching mathematics / Rachelle D. Meyer and Trena L. Wilkerson -- Developing the habits of mind for a successful lesson study community / Lynn C. Hart and Jane Carriere -- Influence of lesson study on teachers' mathematics pedagogy / Jo Clay Olson, Paul White and Len Sparrow -- Examining change in teacher mathematical knowledge through lesson study / Diane Hobenshield Tepylo and Joan Moss -- Response to Part I / Akihiko Takahashi -- Part II. Emerging issues from lesson study approaches in prospective mathematics teacher education -- Investigating approaches to lesson study in prospective mathematics teacher education / Maria Lorelei Fernandez and Joseph Zilliox -- Lesson study in preservice elementary mathematics methods courses: connecting emerging practice and understanding / Aki Murata and Bindu E. Pothen -- Lesson study as a framework for preservice teachers' early field-based experiences / Paul W.D. Yu -- Response to Part II / Despina Potari -- Part III. Challenges and promises of unchartered water: lesson study and institutes of higher education -- Lesson study as a tool for developing teachers' close attention to students' mathematical thinking / Alice S. Alston, Lou Pedrick, Kimberley P. Morris, and Roya Basu -- Lesson study as a learning environment for coaches of mathematics teachers / Andrea Knapp, Megan Bomer and Cynthia Moore -- Walking the talk: lessons learned by university mathematics methods instructors implementing lesson study for their own professional development / Michael Kamen, Debra L. Junk, Stephen Marble, Sandra Cooper, Colleen M. Eddy, Trena L. Wilkerson and Cameron Sawyer -- Response to Part III / Tad Watanabe -- Part IV. Seeing the whole iceberg: the critical role of tasks, inquiry stance, and teacher learning in lesson study -- The critical role of task development in lesson study / Brian Doig, Susie Groves and Toshiakira Fujii -- The intersection of lesson study and design research: a 3-D visualization development project for the elementary mathematics curriculum / Jacqueline Sack and Irma Vazquez -- Lesson study: a case of the investigations mathematics curriculum with practicing teachers at fifth grade / Penina Kamina and Patricia Tinto -- Response to Part IV / Catherine Lewis -- Part V. Ideas for developing mathematical pedagogical content knowledge through lesson study -- What's going on backstage? Revealing the work of lesson study with mathematics teachers / Catherine D. Bruce and mary S. Ladky -- Learning from lesson study: power distribution in a community of practice / Dolores Corcoran -- Preparing for lesson study: tools for success / Mary Pat Sjostrom and Melfried Olson -- Response to Part V / Makoto Yoshida and William C. Jackson -- Final thoughts.
    Note: Includes bibliographical references and index
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  • 14
    ISBN: 9789400711310
    Language: English
    Pages: Online-Ressource (XVII, 425p. 17 illus, digital)
    Series Statement: New ICMI Study Series 14
    Series Statement: SpringerLink
    Series Statement: Bücher
    Parallel Title: Buchausg. u.d.T. Teaching statistics in school mathematics-challenges for teaching and teacher education
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    Keywords: Mathematics ; Statistics ; Education ; Education ; Mathematics ; Statistics ; Aufsatzsammlung ; Mathematikunterricht ; Statistik
    Abstract: Chris Reading
    Abstract: This book results from the Joint ICMI/IASE Study Teaching Statistics in School Mathematics: Challenges for Teaching and Teacher Education. Oriented to analyse the teaching of statistics in school and to recommend improvements in the training of mathematics teachers to encourage success in preparing statistically literate students, the volume provides a picture of the current situation in both the teaching of school statistics and the pre-service education of mathematics teachers. A primary goal of Teaching Statistics in School Mathematics-Challenges for Teaching and Teacher Education is to des
    Description / Table of Contents: Contents; Preface; International Programme Committee; Part I: Global Perspective; Part II: Fundamentals for Teaching Statistics; Part III: Teachers' Beliefs, Attitudes and Knowledge; Part IV: Challenges and Experiences in Teacher Education; Overview: Challenges for Teaching Statistics in School Mathematics and Preparing Mathematics Teachers; Index
    Note: Includes bibliographical references and index
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  • 15
    Online Resource
    Online Resource
    Dordrecht : Springer Science+Business Media B.V
    ISBN: 1283086115 , 9789400704497 , 9781283086110
    Language: English
    Pages: Online-Ressource , v.: digital
    Edition: Online-Ausg. Springer eBook Collection. Humanities, Social Science and Law Electronic reproduction; Available via World Wide Web
    Series Statement: Models and Modeling in Science Education 6
    DDC: 507.1
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    Keywords: Education ; Science Study and teaching
    Abstract: The process of developing models, known as modeling, allows scientists to visualize difficult concepts, explain complex phenomena and clarify intricate theories. In recent years, science educators have greatly increased their use of modeling in teaching, especially real-time dynamic modeling, which is central to a scientific investigation. Modeling in science teaching is being used in an array of fields, everything from primary sciences to tertiary chemistry to college physics, and it is sure to play an increasing role in the future of education. Models and Modeling: Cognitive Tools for Scientific Enquiry is a comprehensive introduction to the use of models and modeling in science education. It identifies and describes many different modeling tools and presents recent applications of modeling as a cognitive tool for scientific enquiry.
    Description / Table of Contents: pt. 1. Theory formation and modeling in science education -- pt. 2. Modeling and student learning in science educatin -- pt. 3. Modeling and teachers' knowledge.
    Note: Includes bibliographical references and indexes , Electronic reproduction; Available via World Wide Web
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  • 16
    Online Resource
    Online Resource
    Dordrecht : Springer Science+Business Media B.V
    ISBN: 9789048139903
    Language: English
    Pages: Online-Ressource (XII, 300p. 63 illus, digital)
    Series Statement: Mathematics Teacher Education 5
    Series Statement: SpringerLink
    Series Statement: Bücher
    Parallel Title: Buchausg. u.d.T. Learning through teaching mathematics
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    Keywords: Mathematics ; Educational psychology ; Education ; Education ; Educational psychology ; Mathematics ; Aufsatzsammlung ; Mathematikunterricht ; Mathematiklehrer ; Fachwissen
    Description / Table of Contents: pt. 1. Theoretical and methodological perspectives on teachers learning through teaching -- pt. 2. Examples of learning through teaching : pedagogical mathematics -- pt. 3. Examples of learning through teaching : mathematical pedagogy.
    Note: Includes bibliographical references and indexes
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  • 17
    Online Resource
    Online Resource
    Dordrecht : Springer Science+Business Media B.V
    ISBN: 9789048188161 , 1280002786 , 9781280002786
    Language: English
    Pages: Online-Ressource (XIV, 106 p, digital)
    Series Statement: Models and Modeling in Science Education 5
    Series Statement: SpringerLink
    Series Statement: Bücher
    Parallel Title: Buchausg. u.d.T. Phillips, Linda M. Visualization in mathematics, reading and science education
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    Keywords: Science Study and teaching ; Education ; Education ; Science Study and teaching ; Visualization ; Mathematics ; Study and teaching ; Reading ; Science ; Study and teaching ; Naturwissenschaftlicher Unterricht ; Visualisierung ; Mathematikunterricht ; Visualisierung ; Leseunterricht ; Visualisierung ; Naturwissenschaftlicher Unterricht ; Visualisierung
    Abstract: Visualizations - either self-created or external visual stimuli used as an aid to learning - are probably as old as learning itself. Yet surprisingly little research has been done either into how precisely they help us learn, or how to produce ones that are effective pedagogical tools. This volume, a comprehensive review of theory and research on the use of visualization in mathematics, science and reading, contrasts the two dominant theoretical paradigms of how people construct and interpret visualizations. However, the authors never lose sight of practical applications, providing frequent, accessible synopses of research findings in addition to succinct summaries of how the research affects practice. Written by a team with decades of experience in research and practice in the three subjects, the chapters show how cognitive psychology can enhance practical pedagogy, place visualizations in their proper historical context, and analyze in detail the effectiveness of paper-, computer- and video-based visualizations, with some surprising results. The book is published at a time when, it seems, there is no limit to the art of creating visualizations, as powerful computers make graphics ever more colorful and realistic and 'interactivity' is firmly established as a buzzword in the educational lexicon. The aim of the volume is to explore some central questions in the field, including how to evaluate visualizations and whether or not they can act as an aid to reading development, and to mathematics and science learning. The authors also point to potentially fruitful subjects for future research, and offer their own conclusions and recommendations. As the debate continues over the value of visualizations, with polarized arguments on the one hand lauding them and on the other dismissing them as gimmicks, this book introduces a voice of reason to the discussion that will be welcomed by psychologists and educationalists alike.
    Description / Table of Contents: Preface; Contents; Overview; Part I An Introduction To Visualization; 1 A Commonsense View and Its Problems; 2 A History of Visualization in Psychology and Science; 3 The Concept of Visualization; 4 Cognitive Theory; Part II Current Educational Research; 5 Visualizations and Mathematics; 6 Visualizations and Reading; 7 Visualizations and Science; Part III Cautions and Recommendations; 8 Research and Guidelines on Computer-Generated Visualizations; 9 Concluding Comments, Recommendations, and Further Considerations; References; Author Index; Subject Index;
    Note: Description based upon print version of record
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