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Diagrammatic Representation and Inference

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Cover of 'Diagrammatic Representation and Inference'

Table of Contents

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    Book Overview
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    Chapter 1 Diagrams and Nonmonotonic Logic: What Is the Cognitive Relation?
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    Chapter 2 The Beauty of Graphs
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    Chapter 3 Were “Super-Turing” Diagrammatic Reasoning Mechanisms Ancient Products of Biological Evolution?
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    Chapter 4 Using Verbal Protocols to Support Diagram Design
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    Chapter 5 Peirce on Diagrammatic Reasoning and Semeiotic
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    Chapter 6 Picturing Quantum Processes
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    Chapter 7 Carroll Diagrams: Design and Manipulation
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    Chapter 8 Generating Effective Euler Diagrams
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    Chapter 9 Variational Pictures
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    Chapter 10 Edge Label Placement in Layered Graph Drawing
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    Chapter 11 Generation of Kolam-Designs Based on Contextual Array P Systems
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    Chapter 12 Visual Algebraic Proofs for Unknot Detection
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    Chapter 13 A Typology of Mathematical Diagrams
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    Chapter 14 The Classificatory Function of Diagrams: Two Examples from Mathematics
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    Chapter 15 Mathematical Pictures
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    Chapter 16 Impact and Prevalence of Diagrammatic Supports in Mathematics Classrooms
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    Chapter 17 What Sort of Information-Processing Machinery Could Ancient Geometers Have Used?
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    Chapter 18 Interpreting Diagrammatic Reasoning – Between Empiricism and Realism
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    Chapter 19 Picturing Science: Design Patterns in Graphical Abstracts
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    Chapter 20 A Framework for Analyzing and Designing Diagrams and Graphics
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    Chapter 21 A Classification of Infographics
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    Chapter 22 Diagrammatic Maps of the New York Subway: An Historical Perspective
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    Chapter 23 Sonifying Napoleon’s March by Identifying Auditory Correlates of the Graphic-Linguistic Distinction
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    Chapter 24 Towards a Typology of Diagrams in Linguistics
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    Chapter 25 Accessible Reasoning with Diagrams: From Cognition to Automation
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    Chapter 26 Using Diagrams to Reason About Biological Mechanisms
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    Chapter 27 A Survey and Evaluation of Diagrams for Navya-Nyāya
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    Chapter 28 Operations on Single Feature Indicator Systems
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    Chapter 29 The Observational Advantages of Euler Diagrams with Existential Import
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    Chapter 30 Observational Advantages: A Philosophical Discussion
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    Chapter 31 ‘Diagrams’: A Hybrid Visual Information Representation and Reasoning Paradigm Towards Video Analysis
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    Chapter 32 Diagrammatic Definitions of Causal Claims
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    Chapter 33 Arcform
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    Chapter 34 Euler Diagrams Through the Looking Glass: From Extent to Intent
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    Chapter 35 Rigor and the Context-Dependence of Diagrams: The Case of Euler Diagrams
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    Chapter 36 Investigating Diagrammatic Reasoning with Deep Neural Networks
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    Chapter 37 Sequent Calculus for Euler Diagrams
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    Chapter 38 Metro Map Colour-Coding: Effect on Usability in Route Tracing
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    Chapter 39 The Effect of Graphical Format and Instruction on the Interpretation of Three-Variable Bar and Line Graphs
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    Chapter 40 Read It This Way: Scaffolding Comprehension for Unconventional Statistical Graphs
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    Chapter 41 Rediscovering Isotype from a Cognitive Perspective
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    Chapter 42 Perceptual Processing and the Comprehension of Relational Information in Dynamic Diagrams
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    Chapter 43 Visualizing Conversational Structure: Effects of Conversation-Analytical Knowledge and Social Media Experience
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    Chapter 44 Comparing and Contrasting Within Diagrams: An Effective Study Strategy
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    Chapter 45 The Role of Top-Down Knowledge in Spatial Cueing Using Hierarchical Diagrams
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    Chapter 46 Exploring the Relationship Between Visual Context and Affect in Diagram Interpretation
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    Chapter 47 Visualising Latent Semantic Spaces for Sense-Making of Natural Language Text
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    Chapter 48 How Users Transform Node-Link Diagrams to Matrices and Vice Versa
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    Chapter 49 Peirce and Proof: A View from the Trees
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    Chapter 50 A Weakening of Alpha Graphs: Quasi-Boolean Algebras
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    Chapter 51 Assertive and Existential Graphs: A Comparison
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    Chapter 52 On the Transformation Rules of Erasure and Insertion in the Beta Part of Peirce’s Existential Graphs
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    Chapter 53 Existential Graphs as a Basis for Structural Reasoning
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    Chapter 54 Multiple Readings of Existential Graphs
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    Chapter 55 Towards a Proof Theory for Heterogeneous Logic Combining Sentences and Diagrams
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    Chapter 56 Iconic Logic and Ideal Diagrams: The Wittgensteinian Approach
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    Chapter 57 Aristotelian and Duality Relations Beyond the Square of Opposition
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    Chapter 58 Syllogistic with Jigsaw Puzzle Diagrams
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    Chapter 59 Diagrammatically Formalising Constraints of a Privacy Ontology
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    Chapter 60 On Diagrams and General Model Checkers
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    Chapter 61 Depicting the Redundancy of Fourth Figure Using Venn-Peirce Framework
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    Chapter 62 Towards Diagram-Based Editing of Ontologies
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    Chapter 63 Diagrams Including Pictograms Increase Stock-Flow Performance
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    Chapter 64 A Simple Decision Method for Syllogistic
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    Chapter 65 Wallis’s Use of Innovative Diagrams
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    Chapter 66 Venn Diagram and Evaluation of Syllogisms with Negative Terms: A New Algorithm
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    Chapter 67 Making Sense of Schopenhauer’s Diagram of Good and Evil
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    Chapter 68 How Cross-Representational Signaling Affects Learning from Text and Picture: An Eye-Tracking Study
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    Chapter 69 Effect of Handedness on Mental Rotation
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    Chapter 70 Euler Box Diagrams to Represent Independent and Non-independent Events
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    Chapter 71 A Symmetry Metric for Graphs and Line Diagrams
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    Chapter 72 Wrapping Layered Graphs
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    Chapter 73 Diagrams, Musical Notation, and the Semiotics of Musical Composition
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    Chapter 74 Calculus CL as Ontology Editor and Inference Engine
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    Chapter 75 Moded Diagrams for Moded Syllogisms
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    Chapter 76 A Review of Murner’s Cards for Syllogistic
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    Chapter 77 Towards Executable Representations of Social Machines
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    Chapter 78 Transforming Storyboards into Diagrammatic Models
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    Chapter 79 Logical Reasoning with Object Diagrams in a UML and OCL Tool
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    Chapter 80 Scanning the Invisible: Framing Diagrammatic Cognition in Experimental Particle Physics
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    Chapter 81 Teaching Argument Diagrams to a Student Who Is Blind
Attention for Chapter 16: Impact and Prevalence of Diagrammatic Supports in Mathematics Classrooms
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Chapter title
Impact and Prevalence of Diagrammatic Supports in Mathematics Classrooms
Chapter number 16
Book title
Diagrammatic Representation and Inference
Published by
Springer, Cham, June 2018
DOI 10.1007/978-3-319-91376-6_16
Book ISBNs
978-3-31-991375-9, 978-3-31-991376-6
Authors

Bryan J. Matlen, Lindsey E. Richland, Ellen C. Klostermann, Emily Lyons, Matlen, Bryan J., Richland, Lindsey E., Klostermann, Ellen C., Lyons, Emily

Mendeley readers

Mendeley readers

The data shown below were compiled from readership statistics for 20 Mendeley readers of this research output. Click here to see the associated Mendeley record.

Geographical breakdown

Country Count As %
Unknown 20 100%

Demographic breakdown

Readers by professional status Count As %
Student > Doctoral Student 2 10%
Researcher 2 10%
Student > Master 1 5%
Student > Postgraduate 1 5%
Lecturer 1 5%
Other 0 0%
Unknown 13 65%
Readers by discipline Count As %
Social Sciences 2 10%
Philosophy 1 5%
Nursing and Health Professions 1 5%
Mathematics 1 5%
Psychology 1 5%
Other 1 5%
Unknown 13 65%