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  • MPI Ethno. Forsch.  (8)
  • Boston, MA : Springer US  (2)
  • Boston, MA : Springer-Verlag US  (2)
  • New York, NY : Springer New York  (2)
  • Wiesbaden : Springer VS  (2)
  • Education  (8)
  • Educational sociology
  • Mathematics  (8)
Datasource
  • MPI Ethno. Forsch.  (8)
  • BSZ  (4)
Material
Language
Years
  • 1
    ISBN: 9783658172855
    Language: German
    Pages: Online-Ressource (IX, 200 S. 8 Abb, online resource)
    Series Statement: SpringerLink
    Series Statement: Bücher
    Parallel Title: Druckausg.
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    Keywords: Educational sociology ; Educational psychology ; Education and sociology ; Sociology, Educational ; Education ; Education ; Educational sociology ; Educational psychology ; Education Psychology ; Education and sociology ; Sociology, Educational ; Hochschulschrift
    Abstract: Samuel Krähenbühl entwickelt eine theoretische Erklärung für den Einfluss von Kreativität auf Lernprozesse, welche zudem auf eine mögliche Funktion bei der Entstehung sozialer Bildungsungleichheiten verweist. An einer Stichprobe von rund 2000 Kindern wird die Bedeutung von Kreativität für schulische Grundkompetenzen und deren Entwicklung im zweiten Grundschuljahr untersucht. Die Ergebnisse deuten auf qualitativ unterschiedliche Lernprozesse vor und nach dem Schuleintritt hin
    Abstract: Kreativität als selbstmotivierende Lernstrategie -- Habitualisierung von Kreativität als generelle Lernstrategie -- Einfluss von Kreativität auf Lernergebnisse -- Kognitive Grundfähigkeiten als Moderator des Zusammenhangs von Kreativität und schulischen Kompetenzen
    URL: Volltext  (lizenzpflichtig)
    URL: Cover
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  • 2
    ISBN: 9783658139407
    Language: German
    Pages: 1 Online-Ressource (XII, 238 Seiten)
    Series Statement: SpringerLink
    Series Statement: Bücher
    Parallel Title: Erscheint auch als
    Dissertation note: Dissertation Karl-Franzens-Universität Graz 2015
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    Keywords: ducation and state ; Education ; Educational policy ; Mathematics Study and teaching ; Teaching ; Education and state. ; Education ; Educational policy ; ducation and state ; Mathematics Study and teaching ; Teaching ; Hochschulschrift
    Abstract: Grundlagen für eine gute Weiterentwicklung des Unterrichts,- Reifeprüfungsreform in Österreich -- Leistungsbegleitung im Klassenzimmer -- Kooperationsverhalten von Lehrkräften an Gymnasien. .
    Abstract: Klaudia Singer vergleicht in ihrer Untersuchung theoretische Modelle für eine qualitative Weiterentwicklung des Mathematikunterrichts mit der „täglich gelebten Praxis“. Sie diskutiert aktuelle Entwicklungen und zeigt mögliche nicht intendierte Prozesse sowie vielversprechende positive Ansatzmöglichkeiten auf. Den Ausgangspunkt für die Überlegungen und Analysen bildet die Einführung einer standardisierten, kompetenzorientierten Reifeprüfung in Österreich. Der Inhalt Grundlagen für eine gute Weiterentwicklung des Unterrichts Reifeprüfungsreform in Österreich Leistungsbegleitung im Klassenzimmer Kooperationsverhalten von Lehrkräften an Gymnasien Die Zielgruppen Dozierende und Studierende der Studienrichtung Lehramt für Mathematik Fachdidaktikerinnen und Fachdidaktiker aller Fächer, Bildungsverantwortliche 〈 Die Autorin Klaudia Singer lehrt Mathematik und Physik am Gymnasium und ist Dozentin für den Bereich Fachdidaktik am Institut für Mathematik und wissenschaftliches Rechnen an der Karl-Franzens-Universität Graz. Ihre Forschungsschwerpunkte liegen im prozessorientierten Lernen und Lehren von Mathematik sowie in der Kompetenzentwicklung von Lehrkräften.
    Note: Teile dieser Arbeit sind als Dissertation erschienen
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    URL: Cover
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  • 3
    ISBN: 9781461434894
    Language: English
    Pages: Online-Ressource (XXII, 409 p. 112 illus., 30 illus. in color, online resource)
    Series Statement: SpringerLink
    Series Statement: Bücher
    Parallel Title: Druckausg. Rezat, Sebastian Transformation - A Fundamental Idea of Mathematics Education
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    Keywords: Mathematics ; Education ; Education ; Mathematics ; Education Philosophy ; Mathematikunterricht ; Didaktik ; Mathematik
    Abstract: This book opens up a discussion on fundamental ideas of mathematics education as a means to focus on the overarching core issues and to reflect upon the identity of the scientific discipline. The concept of transformation is introduced as one fundamental idea in the discipline and examined from different perspectives. Transformations are related to knowledge, to signs and representations of mathematics, to concepts and ideas central to teaching and learning mathematics, and to instruments for the learning of mathematics. With an international pool of authors, this book seeks to answer the following questions: What do we know about transformations in the different domains? What kinds of transformations are crucial? How is transformation in each case conceptualized? The book is meant for researchers, teacher educators and curriculum designers in the field of Mathematics Education. It is destined to occupy an important place in current literature on the topic of transformation as a way of uncovering and explaining mathematical practice and the very essence of mathematics as well as a way of creating and maintaining semantic networks between different content areas.
    Description / Table of Contents: Introduction to Part IHow 18th Century Mathematics was Transformed into 19th Century School Curricula -- A Framework for Examining the Transformation of Mathematics and Mathematics Learning in the Transition from School to University: An Analysis of German Textbooks from Upper Secondary School and the First Semester -- Knowledge Transformation between Secondary School and University Mathematics -- Student Transition to University Mathematics Education: Transformations of People, Tools and Practices -- Overcoming the Gap between University and School Mathematics: The Impact of an Innovative Programme in Mathematics Teacher Education at the Justus-Liebig-University in Giessen -- Mathematical Moments in a Human Life: Narratives on Transformation -- Transitions in Learning Mathematics as a Challenge for People and Institutions -- Introduction to Part II -- Constructing Knowledge by Transformation: Diagrammatic Reasoning in Practice -- Transforming Images in a DGS: The Semiotic Potential of the Dragging Tool for Introducing the Notion of Conditional Statement -- Dynamic Representations of Complex Numbers: Opportunities to Learn in Teacher Training -- Dynamic and Tangible Representations in Mathematics Education -- The Role of Social Aspects of Teaching and Learning in Transforming Mathematical Activity: Tools, Tasks, Individuals and Learning Communities -- Designing a Simulator in Building Trades to Transform Vocational Education -- Discussion I from an Epistemological Point of View: Representing and Meaning-making: The Transformation of Transformation -- Discussion II from a Technological Point of View: Digital Technologies and Transformation in Mathematics Education -- Introduction to Part III -- From Proof Image to Formal Proof - a Transformation -- Elementary Stochastic Seeing in Primary Mathematics Classrooms - Epistemological Foundation and Empirical Evaluation of a Theoretical Construct -- Understanding Geometric Work through its Development and its Transformations -- Small Steps to Promote “Mathematical Literacy” -- Transformation as a Fundamental Concept in Arithmetical Competence Modelling: An Example of Informatical Educational Science -- Fundamental Ideas of Didactics - Reactions to the Suggested Meta-Theoretical Construct for Reflecting and Connecting Theories -- Epilogue.
    Note: Description based upon print version of record
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  • 4
    ISBN: 9781461446781
    Language: English
    Pages: Online-Ressource (XI, 326 p. 60 illus., 30 illus. in color, online resource)
    Series Statement: SpringerLink
    Series Statement: Bücher
    Parallel Title: Druckausg. Early mathematics learning
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    Keywords: Mathematics ; Early childhood education ; Education ; Education ; Mathematics ; Early childhood education ; Mathematics ; Study and teaching (Early childhood) ; Congresses ; Konferenzschrift ; Mathematikunterricht ; Kleinkindpädagogik ; Kindergarten
    Abstract: ?This book will gather current research in early childhood mathematics education. A special focus will be the tension between instruction and construction of knowledge. The book includes research on the design of learning opportunities, the development of mathematical thinking, the impact of the social setting and the professionalization of nursery teachers.
    Abstract: This book will gather current research in early childhood mathematics education. A special focus will be the tension between instruction and construction of knowledge. The book includes research on the design of learning opportunities, the development of mathematical thinking, the impact of the social setting and the professionalization of nursery teachers
    Description / Table of Contents: Instruction and Construction: Integrating Both Processes to Promote Quality Early Mathematics EducationA Dance of instruction with construction in mathematics education.- The Roots of Mathematising in Young Children.- The first Discernment into the NMT-Family.- Developing Critical Thinking Skill in Mathematics Education.- Identifying quantities of representations - Children using structures to compose collections from parts or decompose collections into parts.- What kind of challenges do teacher students encounter with respect to kindergarten mathematics? -- A pilot Study of Exam Papers.- Reconstruction of folk pedagogy in interaction processes.- Children’s engagement with mathematics in kindergarten mediated by the use of digital tools.- Professionalization of Early Childhood Educators with a Focus on Natural Learning Situations and Individual Development of Mathematical Competencies.- Reconstruction of conjunctive realms of experiences in early learning processes -- The Interplay Between Gesture and Speech - Second Graders Solve Mathematical Problems.- Nice text by problem posing - two samples with many challenges.- The Relationship between cultural Expectation and the local Realization of a Mathematics learning Environment -- Early maths with multi-touch - an activity-theoretic approach -- How one preschool teacher recognises mathematical teaching moments -- Development of Geometric Competencies - Children's Conception of Geometric Shapes in England and Germany.- The elements of mathematical creativity and the function of the attachment style in early childhood -- Early enhancement of kindergarten children potentially at risk in learning school mathematics.- It is quite confusing isn’t it? -- Preschool children's performance and self-efficacy on mathematical and non-mathematical tasks -- Preschool teachers' knowledge and self-efficacy regarding counting and enumerating tasks -- Conceptualizing preschool teachers' knowledge and self-efficacy for teaching mathematics: The CAMTE framework -- Mathematical Situations Of Play And Explorations As An Empirical Research Instrument -- Play-based mathematics in kindergarten.
    Note: Description based upon print version of record
    URL: Volltext  (lizenzpflichtig)
    URL: Cover
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  • 5
    Online Resource
    Online Resource
    Boston, MA : Springer-Verlag US
    ISBN: 9780387097428 , 1282839381 , 9780387097411 , 9781282839380
    Language: English
    Pages: Online-Ressource (XIII, 225 p, digital)
    Series Statement: SpringerLink
    Series Statement: Bücher
    Parallel Title: Buchausg. u.d.T. Ecole d’Eté de Probabilités de Saint-Flour VIII-1978
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    Keywords: Curriculum planning ; Mathematics ; Education ; Curriculum planning ; Education ; Mathematics
    Abstract: For too many students, mathematics consists of facts in a vacuum, to be memorized because the instructor says so, and to be forgotten when the course of study is completed. In this all-too-common scenario, young learners often miss the chance to develop skills-specifically, reasoning skills-that can serve them for a lifetime. The elegant pages of Teaching Mathematical Reasoning in Secondary School Classrooms propose a more positive solution by presenting a reasoning- and discussion-based approach to teaching mathematics, emphasizing the connections between ideas, or why math works. The teacher
    Description / Table of Contents: Brodie_Intro Part 1.pdf; Anchor 1; Brodie_Ch01.pdf; Chapter 1; Teaching Mathematical Reasoning: A Challenging Task; The Centrality of Mathematical Reasoning in Mathematics Education; Justifying and Generalizing; The Role of Proof in Mathematical Reasoning; Creativity and Reasoning; Theories of Learning and Mathematical Reasoning; Constructivism; Socio-Cultural Theories; Situated Theories; Teaching Mathematical Reasoning; Tasks for Mathematical Reasoning; Classroom Interaction; The Challenges of Teaching Mathematical Reasoning; Brodie_Ch02.pdf; Chapter 2; Contexts, Resources, and Reform
    Description / Table of Contents: Responses to ReformsThe South African Context; Five Schools: Contexts and Resources; Race and Socio-Economic Status; School Resources; Classroom Resources; Learner Knowledge; The Tasks; The Grade 11 Tasks; The Grade 10 Tasks; Brodie_Intro Part 2.pdf; Introduction to Part 2; Brodie_Ch03.pdf; Chapter 3; Mathematical Reasoning Through Tasks: Learners' Responses; Tasks that Support Mathematical Reasoning; Teaching for Mathematical Reasoning; The Classroom and the Tasks; Learners' Responses: An Overview; Learners' Responses: Detailed Analysis; Using the Contribution to Move Forward
    Description / Table of Contents: Pushing for Explanation of Particular IdeasConclusions and Implications; Brodie_Ch04.pdf; Chapter 4; Learning Mathematical Reasoning in a Collaborative Whole-Class Discussion; What Is Mathematical Reasoning?; Why Teach Mathematical Reasoning?; Collaborative Learning and Mathematical Reasoning; Summarizing My Perspective; My Classroom; The Analysis; Winile's Learning; Making Observations; Explaining and Justifying Assertions Made; Connecting Observations with Mathematical Representations; Reconstructing Conceptual Understanding; Testing Other Claims; The Teacher's Role; Establishing Discourse
    Description / Table of Contents: Framing DiscussionLesson Flow or Momentum; Conclusions and Implications; Brodie_Ch05.pdf; Chapter 5; Classroom Practices for Teaching and Learning Mathematical Reasoning; Classroom Practices; Learning Mathematical Reasoning; Teaching Mathematical Reasoning: Questioning and Listening; My Classroom; Teacher Moves and Practices; Learner Moves and Practices; Conclusions and Implications; Brodie_Ch06.pdf; Chapter 6; Teaching Mathematical Reasoning with the Five Strands; A Social-Constructivist Framework; Mathematical Practices and Proficiency; My Classroom and the Tasks; Initial Analysis
    Description / Table of Contents: Classroom InteractionLearners' Work; Procedural Fluency; Conceptual Understanding; Strategic Competence; Adaptive Reasoning; The Five Strands in the Learners' Work; Conclusion; Brodie_Ch07.pdf; Chapter 7; Teaching the Practices of Justification and Explanation; Construction and Practices; The Practices of Justification and Explanation; The Importance of Tasks; The Teacher's Contribution; My Classroom; The Learners' Written Responses; Whole-Class Interaction; Incorrect Justification; Partial Justification; Correct Justification; Conclusions; Brodie_Intro Part 3.pdf; Introduction to Part 3
    Description / Table of Contents: Brodie_Ch08.pdf
    Note: Includes bibliographies
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  • 6
    Online Resource
    Online Resource
    Boston, MA : Springer-Verlag US
    ISBN: 9780387095066
    Language: English
    Pages: Online-Ressource (X, 203 p, online resource)
    Edition: 1st
    Series Statement: SpringerLink
    Series Statement: Bücher
    Parallel Title: Druckausg.
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    Keywords: Business ; Management science ; Educational technology ; Education ; Economics ; Education
    Abstract: The Analyze, Design, Develop, Implement, and Evaluate (ADDIE) process is used to introduce an approach to instruction design that has a proven record of success. Instructional Design: The ADDIE Approach is intended to serve as an overview of the ADDIE concept. The primary rationale for this book is to respond to the need for an instruction design primer that addresses the current proliferation of complex educational development models, particularly non-traditional approaches to learning, multimedia development and online learning environments. Many entry level instructional designers and students enrolled in related academic programs indicate they are better prepared to accomplish the challenging work of creating effective training and education materials after they have a thorough understanding of the ADDIE principles. However, a survey of instructional development applications indicate that the overwhelming majority of instructional design models are based on ADDIE, often do not present the ADDIE origins as part of their content, and are poorly applied by people unfamiliar with the ADDIE paradigm. The purpose of this book is to focus on fundamental ADDIE principles, written with a minimum of professional jargon. This is not an attempt to debate scholars or other educational professionals on the finer points of instructional design, however, the book's content is based on sound doctrine and supported by valid empirical research. The only bias toward the topic is that generic terms will be used as often as possible in order to make it easy for the reader to apply the concepts in the book to other specific situations.
    Description / Table of Contents: ""Acknowledgments""; ""Contents""; ""Prologue""; ""Chapter 1 Analyze""; ""Chapter 2 Design""; ""Chapter 3 Develop""; ""Chapter 4 Implement""; ""Chapter 5 Evaluate""; ""Epilogue""; ""Appendix A Firefighters for the Digital Age: A Practice Case""; ""Appendix B Self-Test of Instructional Design Knowledge""; ""Glossary""; ""Bibliography""; ""Index""
    Note: Includes bibliographical references and index
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  • 7
    ISBN: 9780387096735
    Language: English
    Pages: Online-Ressource (digital)
    Series Statement: SpringerLink
    Series Statement: Bücher
    Series Statement: Springer eBook Collection
    Series Statement: Humanities, Social Science and Law
    Parallel Title: Buchausg. u.d.T.
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    Keywords: Geometry ; Mathematics ; Education
    URL: Volltext  (lizenzpflichtig)
    URL: Cover
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  • 8
    Online Resource
    Online Resource
    Boston, MA : Springer US
    ISBN: 9780387371436
    Language: English
    Pages: Online-Ressource (digital)
    Series Statement: Mathematics Teacher Education 3
    Series Statement: SpringerLink
    Series Statement: Bücher
    Series Statement: Springer eBook Collection
    Series Statement: Humanities, Social Science and Law
    Parallel Title: Buchausg. u.d.T. Nardi, Elena Amongst mathematicians
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    Keywords: Mathematics ; Education ; Mathematics ; Mathematics Study and teaching (Higher) ; Mathematikunterricht ; Hochschuldidaktik ; Mathematikunterricht ; Hochschuldidaktik
    Abstract: Background And Context -- Method, Process And Presentation -- The Encounter With Formal Mathematical Reasoning: Conceptualising Its Significance And Enacting Its Techniques -- Mediating Mathematical Meaning Through Symbolisation, Verbalisation and Visualisation -- The Encounter With the Concept Of Function -- The Encounter With the Concept Of Limit -- Undergraduate Mathematics Pedagogy -- Fragile, yet Crucial: The Relationship Between Mathematicians and Researchers in Mathematics Education
    Abstract: Amongst Mathematicians offers a unique perspective on the ways in which mathematicians perceive their students' learning, teach and reflect on their teaching practice; also on how they perceive the often fragile relationship between the communities of mathematics and mathematics education. Elena Nardi employs two fictional, yet entirely data-grounded, characters to create a conversation on these important issues. While personas are created, the facts incorporated into their stories are based on large bodies of data including intense focused group interviews with mathematicians and extensive analyses of students' written work. This book demonstrates the pedagogical potential that lies in collaborative undergraduate mathematics education research that engages mathematicians, researchers and students. Nardi also addresses the need for action in undergraduate mathematics education and offers a discourse for reform through demonstrating the feasibility and potential of collaboration between mathematicians and mathematics education researchers. Amongst Mathematicians is of interest to both the mathematics and mathematics education communities including university teachers, teacher educators, undergraduate and graduate students, and researchers
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