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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
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