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The Mathematics of Urban Morphology

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Cover of 'The Mathematics of Urban Morphology'

Table of Contents

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    Book Overview
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    Chapter 1 On Urban Morphology and Mathematics
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    Chapter 2 Fractal Dimension Analysis of Urban Morphology Based on Spatial Correlation Functions
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    Chapter 3 Central Place Theory and the Power Law for Cities
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    Chapter 4 Distribution of City Size: Gibrat, Pareto, Zipf
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    Chapter 5 The Signature of Organic Urban Growth
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    Chapter 6 A Fractal Approach to Explore Australian Urban Form and Its Impacting Factors at Neighbourhood Scale
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    Chapter 7 Geographic Cellular Automata for Realistic Urban form Simulations: How Far Should the Constraint be Contained?
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    Chapter 8 Mathematical Foundations of Cellular Automata and Complexity Theory
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    Chapter 9 Assessing Complexity of Urban Spatial Networks
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    Chapter 10 Space Syntax: A Network-Based Configurational Approach to Studying Urban Morphology
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    Chapter 11 Applied Mathematics on Urban Space
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    Chapter 12 The Morphology and Circuity of Walkable and Drivable Street Networks
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    Chapter 13 Emergence of Complexity in Urban Morphology
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    Chapter 14 On the Complex Interaction Between Mathematics and Urban Morphology
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    Chapter 15 A Topological Representation for Taking Cities as a Coherent Whole
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    Chapter 16 A Multiscale Clustering of the Urban Morphology for Use in Quantitative Models
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    Chapter 17 An Urban Morphogenesis Model Capturing Interactions Between Networks and Territories
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    Chapter 18 Continuum Percolation and Spatial Point Pattern in Application to Urban Morphology
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    Chapter 19 Urban Compactness: New Geometric Interpretations and Indicators
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    Chapter 20 Using Google Street View for Street-Level Urban Form Analysis, a Case Study in Cambridge, Massachusetts
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    Chapter 21 Examining Spatial Structure Using Gravity Models
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    Chapter 22 Urban Morphogenesis: Putting Mathematics in Its Place
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    Chapter 23 Not Only … But Also: Urban Mathematical Models and Urban Social Theory
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    Chapter 24 Urban Morphology or Townscape? Wholes Made of Many Parts
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    Chapter 25 Extending Urban Morphology: Drawing Together Quantitative and Qualitative Approaches
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    Chapter 26 Mathematics and Cities: A Long-Standing Relationship Fit for the Future?
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    Chapter 27 Mathematics and/as Humanities–Linking Humanistic Historical to Quantitative Approaches
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    Chapter 28 Urban Forms, Agents, and Processes of Change
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    Chapter 29 Future of Streets
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    Chapter 30 Understanding and Quantifying Urban Density Toward more Sustainable City Form
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    Chapter 31 To Not Talk Past Each Other: An Immodest Proposal for Cross-Conceptual Research in Urban Morphology
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Title
The Mathematics of Urban Morphology
Published by
Springer International Publishing, April 2019
DOI 10.1007/978-3-030-12381-9
ISBNs
978-3-03-012380-2, 978-3-03-012381-9
Editors

Luca D'Acci

X Demographics

X Demographics

The data shown below were collected from the profiles of 12 X users who shared this research output. Click here to find out more about how the information was compiled.
Mendeley readers

Mendeley readers

The data shown below were compiled from readership statistics for 50 Mendeley readers of this research output. Click here to see the associated Mendeley record.

Geographical breakdown

Country Count As %
Unknown 50 100%

Demographic breakdown

Readers by professional status Count As %
Student > Ph. D. Student 13 26%
Student > Master 8 16%
Researcher 6 12%
Student > Doctoral Student 3 6%
Student > Bachelor 3 6%
Other 9 18%
Unknown 8 16%
Readers by discipline Count As %
Social Sciences 7 14%
Design 6 12%
Engineering 5 10%
Computer Science 4 8%
Arts and Humanities 4 8%
Other 12 24%
Unknown 12 24%