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  • Dordrecht : Springer  (3)
  • Mathematische Logik  (2)
  • Education
  • Metaphysics
  • Mathematics  (3)
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  • 1
    ISBN: 9789400723214 , 1283944987 , 9781283944984
    Language: English
    Pages: Online-Ressource (X, 250 p, online resource)
    Series Statement: Mathematics Education in the Digital Era 1
    Series Statement: SpringerLink
    Series Statement: Bücher
    Parallel Title: Druckausg. Martinovic, Dragana Visual Mathematics and Cyberlearning
    RVK:
    Keywords: Visualization ; Computer software ; Mathematics ; Education ; Education ; Visualization ; Computer software ; Mathematics ; Education Philosophy
    Abstract: The first volume in this new Springer series explores innovative ways of learning and doing mathematics to make it more appealing to the Net Generation. This generation consists of visual learners who thrive when surrounded with new technologies and whose diverse needs can be met by a variety of cyber tools. In their search for novel ways of studying, such as collaboration with peers and multitasking by using multimedia, the Internet, and other Information and Communication Technologies, they learn mathematics by playing games online, watching and sharing presentations on YouTube, exploring and creating Java applets of mathematics simulations and exchanging thoughts over the instant chat tools. This volume presents mathematics teaching and learning in a way that resonates with these new learners: as a contemporary subject that is engaging, exciting and enlightening. It offers educators insight into how they can make meaningful use of the dynamic, interactive, collaborative, and visual nature of new learning environments while having a deeper understanding of their potential advantages and limitations. This volume:- Bridges the gap between Net Generation learners and mathematics education- Presents conceptual frameworks for research in this area- Explores research data that shed a light on innovative theories and practices in the field of visual mathematics and cyberlearning.
    Description / Table of Contents: Visual Mathematics and Cyberlearning; Introduction; Mathematics Education in the Digital Era (MEDEra) Series; Visual Mathematics and Cyberlearning - The First Book in the MEDEra Series; Contents; Patterns of Collaboration: Towards Learning Mathematics in the Era of the Semantic Web; Introduction; Cyberlearning: From Web 1.0 to Web 2.0; Patterns of Collaboration: The Case of the MiGen and Metafora Projects; Collaboration in Exploratory Learning Environments; The MiGen System and the Metafora Platform; Collaboration Within the MiGen System and the Metafora Platform
    Description / Table of Contents: Student Collaboration and the TeacherCyberlearning: From Web 2.0 to Web 3.0; The Likely Impact of Web 3.0 on Systems Such as MiGen and Metafora; Conclusion; References; Collaborative Mathematics Learning in Online Environments; Introduction; Collaborative Online Learning of Research-Level Mathematics; Why Talk About the Research Level?; Overview of Online Collaboration at the Research Level; The Polymath Projects; The MathOverflow Website; Collaborative Online Learning: Undergraduate and School-Age Mathematics; Mathematics - Stack Exchange
    Description / Table of Contents: An Excerpt of an Exchange on Mathematics - Stack ExchangeA Global Learning Project; Virtual Math Teams; Analysis and Contextualization; Computer Supported Collaborative Learning; The Computer Moderated Communication Model; Networked Learning, and Collaboration Versus Cooperation; Self-Regulated Learning; Discussion; References; The Integration of Mathematics Discourse, Graphical Reasoning and Symbolic Expression by a Virtual Math Team; Mathematical Practices; Data Collection and Methodology; Setting Up the Mathematical Analysis; Excerpt 1: Constitution of a New Math Task
    Description / Table of Contents: Excerpt 2: Co-construction of a Method for Counting SticksExcerpt 3: Collective Noticing of a Pattern of Growth; Excerpt 4: Resolution of Referential Ambiguity via Visual Proof; Concluding the Mathematical Analysis; Excerpt 5: Re-initiating the Discussion of the Algebraic Formula; Excerpt 6: Co-reflection on What the Team has Achieved So Far; Excerpt 7: Overcoming the Problem of Overlapping Sticks; Excerpt 8: Derivation of the Formula for the Number of Sticks; Discussion; Visibility of the Production Process; Persistent Presence of Contributions
    Description / Table of Contents: Methods for Referencing Relevant Artifacts in the Shared Visual FieldCoordination of Whiteboard Visualizations and Chat Narratives; Past and Future Relevancies Implied by Shared Mathematical Artifacts; Conclusion; References; Investigating the Mathematical Discourse of Young Learners Involved in Multi-Modal Mathematical Investigations: The Case of Haptic Technologies; Background and Rationale; Dynamic Geometry; Haptic Technology; Merging Fields; Theoretical Perspectives; Multi-modal Environment Design; Technical Specifications; Design of Mathematical Activities; Classification of Solids
    Description / Table of Contents: Planar Intersections
    Description / Table of Contents: 1. Keith Jones, Eirini Geraniou, & Thanassis Tiropanis: Patterns of collaboration: Towards learning mathematics in the era of the semantic web -- 2. Gorjan Alagic & Mara Alagic: Collaborative mathematics learning in online environments -- 3. Murat Perit Cakir & Gerry Stahl: The integration of mathematics discourse, Graphical reasoning and symbolic expression by a Virtual Math Team -- 4. Beste Güçler, Stephen Hegedus, Ryan Robidoux, & Nicholas Jackiw: Investigating the Mathematical Discourse of Young Learners Involved in Multi-Modal Mathematical Investigations: The Case of Haptic Technologies -- 5. Dragan Trninic & Dor Abrahamson: Embodied interaction as designed mediations of conceptual performance -- 6. Luis Radford: Sensuous Cognition -- 7. George Gadanidis & Immaculate Namukasa: New media and online mathematics learning for teachers -- 8. Ann LeSage: Web-based video clips: A supplemental resource for supporting pre-service elementary mathematics teachers -- 9. Dragana Martinovic, Viktor Freiman, & Zekeriya Karadag: Visual mathematics and cyberlearning in view of Affordance and Activity Theories. .
    Note: Description based upon print version of record
    URL: Volltext  (lizenzpflichtig)
    URL: Cover
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  • 2
    Online Resource
    Online Resource
    Dordrecht : Springer
    ISBN: 9789400700079 , 9400700075 , 9789400700086 , 9400700083 , 9781282995833
    Language: English
    Pages: 1 Online-Ressource (xiii, 155 p.)
    Series Statement: Synthese library v. 350
    DDC: 519.2
    RVK:
    RVK:
    Keywords: Probabilities ; Mathematical statistics ; Logic, Symbolic and mathematical ; Statistik ; Wahrscheinlichkeitsverteilung ; Mathematische Logik ; Mathematische Logik ; Statistik ; Wahrscheinlichkeitsverteilung
    Note: Includes bibliographical references (p. 141-151) and index
    URL: Volltext  (lizenzpflichtig)
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  • 3
    Online Resource
    Online Resource
    Dordrecht : Springer
    ISBN: 9781402055874
    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
    RVK:
    Keywords: Science Logic, Symbolic and mathematical ; Computer science ; Artificial intelligence ; Geometry ; Topology ; Philosophy (General) ; Logic, Symbolic and mathematical ; Raum ; Mathematische Logik
    Abstract: Johan Benthem
    Abstract: A spatial logic is a formal language interpreted over any class of structures featuring geometrical entities and relations, broadly construed. In the past decade, spatial logics have attracted much attention in response to developments in such diverse fields as Artificial Intelligence, Database Theory, Physics, and Philosophy. The aim of this handbook is to create, for the first time, a systematic account of the field of spatial logic. The book comprises a general introduction, followed by fourteen chapters by invited authors. Each chapter provides a self-contained overview of its topic, descr
    Description / Table of Contents: CONTENTS; Preface; Contributing Authors; Second Readers xxi; Chpater 1 What is Spatial Logic?; Chapter 2 First-Order Mereotopology; Chapter 3 Axioms, Algebras and Topology; Chpater 4 Qualitative Spatial Reasoning Using Constraint Calculi; Chapter 5 Modal Logics of Space; Chapter 6 Topology and Epistemic Logic; Chapter 7 Logical Theories for Fragments of Elementary Geometry; Chapter 8 Locales and Toposes as Spaces; Chapter 9 Spatial Logic + Temporal Logic = ?; Chapter 10 Dynamic Topological Logic; Chapter 11 Logic of Space-Time and Relativity Theory; Chapter 12 Discrete Spatial Models
    Description / Table of Contents: Chapter 13 Real Algebraic Geometry and Constriaint DatabasesChapter 14 Mathematical Morphology; Chapter 15 Spatial Resoning and Ontology: Parts, Wholes, and Locations; Index
    Note: Includes bibliographical references and index , Electronic reproduction; Available via World Wide Web
    URL: Volltext  (lizenzpflichtig)
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