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  • BSZ  (4)
  • FID-SKA-Digitalisate
  • KOBV
  • Cham : Springer International Publishing  (4)
  • Mathematics  (2)
  • Science Study and teaching  (2)
  • Education  (4)
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  • 1
    ISBN: 9783319059785
    Language: English
    Pages: Online-Ressource (XVIII, 262 p. 32 illus., 15 illus. in color, online resource)
    Series Statement: Mathematics Education Library
    Series Statement: SpringerLink
    Series Statement: Bücher
    Parallel Title: Druckausg. Diversity in mathematics education
    RVK:
    Keywords: Curriculum planning ; Mathematics ; Education ; Education ; Curriculum planning ; Mathematics ; Curriculum planning ; Education ; Mathematics ; Aufsatzsammlung ; Vielfalt ; Inklusion ; Mathematik ; Pädagogik
    Abstract: This book presents a research focus on diversity and inclusivity in mathematics education. The challenge of diversity, largely in terms of student profiles or contextual features, is endemic in mathematics education, and is often argued to require differentiation as a response. Typically different curricula, text materials, task structures or pedagogies are favoured responses, but huge differences in achievement still result. If we in mathematics education seek to challenge that status quo, more research must be focussed not just on diversity but also on the inclusivity, of practices in mathematics education. The book is written by a group of experienced collaborating researchers who share this focus. It is written for researchers, research students, teachers and in-service professionals, who recognise both the challenges but also the opportunities of creating and evaluating new inclusive approaches to curriculum and pedagogy - ones that take for granted the positive values of diversity. Several chapters report new research in this direction. The authors are part of, or have visited with, the mathematics education staff of the Faculty of Education at Monash University, in Melbourne, Australia. The chapters all focus on the ideas of development in both research and practice, recognising that the current need is for new inclusive approaches. The studies presented are set in different contexts, including Australia, China, the United States, and Singapore
    Description / Table of Contents: I. Surveying the territory.- Introduction: The challenge of developing inclusive mathematics learning environments.- Large scale test data: Making the invisible visible.- Impact of geographical location on student achievement: Unpacking the complexity of diversity.-Rethinking learners’ preferred mathematical task types: The values perspective.- Rethinking gender and technology: A case of graphics calculators in the Singaporean mathematics curriculum context.-Surveying the public: Revisiting mathematics and English stereotypes.-Surveying the territory: Linking research and practice in school mathematicsII. Interrogating the boundaries.- From the individual to the collective: Rethinking curriculum to make diversity a positive resource.- Ethics and the challenges for inclusive mathematics teaching.- Valuing diversity in mathematics pedagogy: Enhancing teacher agency through values alignment.- Interrogating the boundaries: Inclusive practices in mathematics teaching - the need for noticing and producing relevant differences.- III. From diversity to practice -- (Dis)engagement and exclusion in mathematics classrooms - labels, values and significant others -- Including students with disabilities in the regular mathematics classroom: issues and innovations.- Investigating diversity in learning: How children add together single digit numbers.- Maximising opportunities in mathematics for all students: Addressing within school and within class differences -- From diversity to practice: Commentary.-Conclusion: From Theory to Practice.
    Note: Includes index
    URL: Volltext  (lizenzpflichtig)
    URL: Cover
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  • 2
    ISBN: 9783319154107
    Language: English
    Pages: Online-Ressource (XIII, 486 p. 52 illus., 37 illus. in color, online resource)
    Series Statement: Advances in Mathematics Education
    Series Statement: SpringerLink
    Series Statement: Bücher
    Parallel Title: Druckausg.
    RVK:
    Keywords: Mathematics ; Early childhood education ; Adult education ; Education ; Education ; Mathematics ; Early childhood education ; Adult education
    Abstract: This book offers fresh insight and understanding of the many ways in which children, youth and adults may find their paths to mathematics. The chapters of the volume offer and analyse promising new ways into mathematics. The focus is on spaces and modalities of learning, dialogue and inquiry, embodiment and aesthetic experience, information and communication technology and on the use of mathematics in public communication. The chapters present new mathematical activities and conceptions enriching the repertoire of mathematics education practices. Critical commentaries discuss the innovative potential of the new approaches to the teaching and learning of mathematics. As a consequence, the commentaries point to requirements and open issues in the field of research in mathematics education. The volume is remarkably international. Teachers and researchers from 14 countries authored 21 chapters and 7 commentaries. The reader is invited to reflect on the particular effect of presenting avenues to mathematics contrived in diverse national settings in which the praxis of mathematics education might look different compared to what happens in the reader’s place. The book starts a series of sourcebooks edited by CIEAEM, the Commission Internationale pour l’Etude et l’Amélioration de l’Enseignement des Mathématiques / International Commission for the Study and Improvement of Mathematics Education
    Description / Table of Contents: Acknowledgements; Contents; Contributors; Educational Paths to Mathematics: Which Paths Forward to What Mathematics?; Looking Back: Developments in School Mathematics; The Construction of School Mathematics; Towards the Problem-Centred Curriculum; Fit to and Fit for the Data-Driven Society; ICT Challenging the Mathematics Curriculum; Looking Forward: Why and Where?; The Structure of the Sourcebook; References; Part I: Cultural Tensions in the Field of Mathematics Education; Re-interpreting Students' Interest in Mathematics: Youth Culture and Subjectivity; Introduction
    Description / Table of Contents: What Existing Research Has to Offer Beyond Disciplinary Boundaries in Mathematics Education Research; School Mathematics as a Social, Cultural, Political and Historical Battlefield; School Mathematics as a Field of Modern Subjectivity; Youth in a Postmodern Cultural Field of Becoming; Conclusion; References; Connecting Place and Community to Mathematics Instruction in Rural Schools; Motivating Assumptions and Their Basis in Extant Literature; Methods; Data Collection; Phase One: Cross-Case Comparison; The Sample; Underwood, Ohio; Gladbrook, Alabama; Hanover, Kentucky
    Description / Table of Contents: Hamilton Collaborative, NebraskaTwin Oaks, Vermont; Edgewater, Maine; Grover, Washington; Protocols and Procedures; Phase Two: The National Survey; The Sample and Questionnaire Development; Results; Theme-by-Theme Analysis; Relevance; Sustainability of Place-Based Approaches; Social-Class Interactions; Subtheme A: Place-Based Education and the University-Intending Students; Subtheme B: Rural Insufficiency and Rural Affordance; Subthemes C and D: The Egalitarian Local/Elite Cosmopolitan Continuum; Discussion; Appendices; Appendix A; Appendix B; References
    Description / Table of Contents: Establishing Mathematics Classroom Culture: Concealing and Revealing the Rules of the GameIntroduction; Mathematics Classroom Culture; The Episodes; Episode 1: The Race to Twenty and Classification; Classification and Recognition Rules; Dual Recontextualisation; From Dual Recontextualisation to Dual Classification; Framing and Implicit vs. Explicit Pedagogy; Classification and Framing in the Race to Twenty: Brousseau; The Race to Twenty: Mr. Black and Brousseau; Episode 2: T-Tables; Classification of Communication
    Description / Table of Contents: Recognition and Realisation Rules: Finding the Correct 'Other Words' Classification of Praxeology: A Little Tiny Equation; Does Everyone in Mr. White's Class Have the Same Access?; Conclusion; References; Part II: Working with Adults; Learning Mathematics In and Out of School: A Workplace Education Perspective; Democracy and Pedagogic Rights; The Economic Realities of Pharmaceutical Manufacturing; Calculations and Computing in the Pharmaceutical Manufacturing Industry; Calculations A: Estimate, Calculate, and Record Workplace Data
    Description / Table of Contents: Calculations B: Use Routine Measuring Instruments. Complete Routine Arithmetic Calculations. Chart Data
    Description / Table of Contents: Educational Paths to Mathematics: Which Paths Forward to What Mathematics? Uwe Gellert and Corinne HahnPart I Cultural Tensions in the Field of Mathematics Education -- Re-Interpreting Students’ Interest in Mathematics: Youth Culture and Subjectivity, Paola Valero -- Connecting Place and Community to Mathematics Instruction in Rural Schools, Robert Klein -- Establishing Mathematics Classroom Culture: Concealing and Revealing the Rules of the Game, Christine Knipping, David Reid and Hauke Straehler-Pohl -- Part II Working with Adults -- Learning Mathematics in and out of School: A Workplace Education Perspective, Gail E. FitzSimons -- Mathematical Modelling and Bank Loan Systems: An Experience with Adults Returning to School, Vera Helena Giusti de Souza, Rosana Nogueira de Lima, Tânia Maria Mendonça Campos and Leonardo Gerardini -- Working with Adults: A Commentary, Javier Díez-Palomar -- Part III Working with Pre-Schoolers -- ‘Number in Cultures’ as a Playful Outdoor Activity: Making Space for Critical Mathematics Education in the Early Years, Anna Chronaki, Georgia Moutzouri and Kostas Magos -- Fairness Through Mathematical Problem Solving in Preschool Education, Zoi Nikiforidou and Jenny Pange -- How Do Fair Sharing Tasks Facilitate Young Children’s Access to Fractional Concepts? Julie Cwikla and Jennifer Vonk -- Working with Pre-Schoolers: A Dual Commentary, Michaela Kaslová and Sixto Romero -- Part IV Taking Spaces and Modalities into Account -- Digital Mathematical Performances: Creating a Liminal Space for Participation, Susan Gerofsky -- Participation in Mathematics Problem-Solving Through Gestures and Narration, Luciana Bazzini and Cristina Sabena -- Considering the Classroom Space: Towards a Multimodal Analysis of the Pedagogical Discourse, Eleni Gana, Charoula Stathopoulou and Petros Chaviaris.- Commentary: Semiotic Game, Semiotic Resources, Liminal Space - A Revolutionary Moment in Mathematics Education! Peter Appelbaum -- Part V Criticising Public Discourse -- Numbers on the Front Page: Mathematics in the News, Dimitris Chassapis and Eleni Giannakopoulou -- On the Role of Inconceivable Magnitude Estimation Problems to Improve Critical Thinking, Lluís Albarracín and Núria Gorgorió -- Criticizing Public Discourse and Mathematics Education: A Commentary, Charoula Stathopoulou -- Part VI Organising Dialogue and Enquiry -- Facilitating Deliberate Dialogue in Mathematics Classroom, Ana Serradó, Yuly Vanegas and Joaquim Giménez -- Inquiry-Based Mathematics Teaching: The Case of Célia, Luís Menezes, Hélia Oliveira and Ana Paula Canavarro -- Using Drama Techniques for Facilitating Democratic Access to Mathematical Ideas for All Learners, Panayota Kotarinou and Charoula Stathopoulou -- Organising Dialogue and Enquiry: A Commentary, Lambrecht Spijkerboer and Leonor Santos -- Part VII Providing Information Technology -- Educational Laptop Computers Integrated into Mathematics Classrooms, Maria Elisabette Brisola Brito Prado and Nielce Meneguelo Lobo da Costa, Technology and Education: Frameworks to Think Mathematics Education in the 21st Century, Gilles Aldon -- Technology in the Teaching and Learning of Mathematics in the 21st Century: What Aspects Must Be Considered? A Commentary, Fernando Hitt. Part VIII Transcending Boundaries -- Family Math: Doing Mathematics to Increase the Democratic Participation in the Learning Process, Javier Díez-Palomar -- Service-Learning as Teacher Education, Peter Appelbaum -- The Learning and Teaching of Mathematics as an Emergent Property Through Interacting Systems and Interchanging Roles: A Commentary, Fragiskos Kalavasis and Corneille Kazadi -- Themes and Places of the CIEAEM Conferences Presidents of the Commission Internationale pour l’Etude et l’Amélioration de l’Enseignement des Mathématiques -- Index.
    Note: Description based upon print version of record
    URL: Volltext  (lizenzpflichtig)
    URL: Cover
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  • 3
    ISBN: 9783319095493
    Language: English
    Pages: XXI, 380 p. 17 illus., 14 illus. in color
    Series Statement: Schooling for Sustainable Development 6
    Parallel Title: Erscheint auch als
    DDC: 304.2
    RVK:
    RVK:
    Keywords: Social sciences ; Science Study and teaching ; Sustainable development ; Human Geography ; Aufsatzsammlung
    URL: Volltext  (lizenzpflichtig)
    URL: Cover
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  • 4
    ISBN: 9783319050171
    Language: English
    Pages: Online-Ressource (IX, 379 p. 35 illus., 16 illus. in color, online resource)
    Series Statement: SpringerLink
    Series Statement: Bücher
    Parallel Title: Druckausg. Teaching and learning of energy in K-12 education
    RVK:
    RVK:
    RVK:
    Keywords: Science Study and teaching ; Education ; Education ; Science Study and teaching ; Force and energy Study and teaching ; Power (Mechanics) Study and teaching ; Power resources Study and teaching ; Science Study and teaching (Elementary) ; Konferenzschrift 2013 ; Energie ; Unterricht
    Abstract: This volume presents current thoughts, research, and findings that were presented at a summit focusing on energy as a cross-cutting concept in education, involving scientists, science education researchers and science educators from across the world. The chapters cover four key questions: what should students know about energy, what can we learn from research on teaching and learning about energy, what are the challenges we are currently facing in teaching students this knowledge, and what needs be done to meet these challenges in the future? Energy is one of the most important ideas in all of science and it is useful for predicting and explaining phenomena within every scientific discipline. The challenge for teachers is to respond to recent policies requiring them to teach not only about energy as a disciplinary idea but also about energy as an analytical framework that cuts across disciplines. Teaching energy as a crosscutting concept can equip a new generation of scientists and engineers to think about the latest cross-disciplinary problems, and it requires a new approach to the idea of energy. This book examines the latest challenges of K-12 teaching about energy, including how a comprehensive understanding of energy can be developed. The authors present innovative strategies for learning and teaching about energy, revealing overlapping and diverging views from scientists and science educators. The reader will discover investigations into the learning progression of energy, how understanding of energy can be examined, and proposals for future directions for work in this arena. Science teachers and educators, science education researchers and scientists themselves will all find the discussions and research presented in this book engaging and informative.
    Description / Table of Contents: Acknowledgements; Contents; Chapter 1: Introduction: Why Focus on Energy Instruction?; 1.1 Realizing the Need for a Summit; 1.2 Structure of the Summit; 1.2.1 Goals and Participants; 1.2.2 Surfacing and Discussing Ideas; 1.2.3 Teacher Voices and a Second Summit for Teachers; 1.3 Organization of This Book; References; Part I What Should Students Know About Energy?; Chapter 2: A Physicist's Musings on Teaching About Energy; 2.1 Introduction; 2.2 The Particle Physicist's View of Energy; 2.3 Descriptions of Various Types of Energy; 2.3.1 Thermal Energy; 2.3.2 Chemical Energy
    Description / Table of Contents: 2.3.3 Mechanical and Electrical Energy2.3.4 Conservation of Mass?; 2.3.5 Energy Flows (Convection, Conduction and Radiation); 2.3.6 Nuclear Energy; 2.4 Key Energy Concepts for K-12 Science Education; 2.4.1 Only Changes in Energy Matter (Who Cares How Much You Have if Most of It Is Not Negotiable); 2.4.2 Any Change in Energy Is Balanced by Some Other Change in Energy (You Can't Make or Destroy Energy, Only Move It Around); 2.4.3 Energy Availability Governs What Can Happen (You Can't Do Anything Without Energy); 2.4.4 Energy Tends to Spread Itself Around as Much as Possible
    Description / Table of Contents: 2.5 When and How Can Students Learn About Energy?References; Chapter 3: A Space Physicist's Perspective on Energy Transformations and Some Implications for Teaching About Energy Conservation at All Levels; 3.1 Introduction; 3.2 Magnetic Reconnection: Energy in Fields; 3.3 The Energy Transport Equation in Magnetohydrodyamics: Energy Conservation and Transfer; 3.4 Conclusions; References; Chapter 4: Conservation of Energy: An Analytical Tool for Student Accounts of Carbon-Transforming Processes; 4.1 Introduction; 4.2 A Key Goal: Using Energy Conservation as an Analytical Tool
    Description / Table of Contents: 4.3 Challenges and Instructional Supports4.3.1 Understanding the Purpose of the Concept of Energy; 4.3.1.1 Developing a Sense of Necessity About Energy Conservation; 4.3.1.2 Quasi-quantitative Representations of Energy; 4.3.2 Identifying Forms of Energy in Living Systems; 4.3.3 Tracing Energy Separately from Matter; 4.4 Conclusion; References; Part II What Does the Research Say About the Teaching and Learning About Energy?; Chapter 5: Teaching and Learning the Physics Energy Concept; 5.1 Introduction; 5.2 Energy - A Core Physics Concept; 5.2.1 On the Energy Concept in Physics
    Description / Table of Contents: 5.2.2 Four Basic Ideas of the Energy Concept5.2.3 On the Nature of the Four Basic Ideas; 5.2.4 On the Relation of the Four Basic Ideas to Standards and Instruction; 5.3 Conceptualizations of Energy; 5.3.1 Energy Is an Abstract Accounting Quantity; 5.3.2 Energy Is the Ability to Do Work; 5.3.3 Energy Is the Ability to Cause Changes; 5.3.4 Energy Is the Ability to Produce Heat; 5.3.5 Energy Is a General Kind of Fuel; 5.3.6 The Conceptualist and the Materialist Distinction; 5.3.7 Energy Is a Substance-Like Quantity; 5.3.8 Energy Forms; 5.4 Findings of Studies on Teaching and Learning Energy
    Description / Table of Contents: 5.4.1 On the State of Research in the Early 1990s
    Note: Description based upon print version of record
    URL: Cover
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