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Analysing Linear Spatial Relationships: The Measures of Connectivity, Integration, and Choice

Akkelies van Nes, Claudia Yamu

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Abstract

Abstract In this chapter, we first explain the concept of an axial line and how the axial map is applied in space syntax. We then discuss the static measure of ‘connectivity’ with its ‘one-step’ to ‘n-step’ logic, including its meaning for axialintegration analysis. We further present the segment integration analysis. Using the streetsegment as the basis for analysis allows one to apply three types of distances and three types of radii in space syntax. We then present the most-often used space syntax measures in more depth, namely angularchoice and angular integrationwith metric radius, and introduce the mathematical formulae on how to normalise both measures. Real-life applications illustrate and underpin the usefulness of these measures and their meaning for urban analysis, such as why and how they allow us to identify urban societal processes and their added value at both a citywidescale and a neighbourhoodscale. Finally, we critically reflect on the measures, including their potentials and misfits. Exercises are provided at the end of the chapter.

Topics & Concepts

Space syntaxSyntaxMeaning (existential)Measure (data warehouse)Basis (linear algebra)Space (punctuation)Metric (unit)Computer scienceMathematicsTheoretical computer scienceAlgorithmArtificial intelligenceData miningGeometryEpistemologyEngineeringOperations managementOperating systemPhilosophyUrban Design and Spatial AnalysisSpatial Cognition and NavigationLand Use and Ecosystem Services
Analysing Linear Spatial Relationships: The Measures of Connectivity, Integration, and Choice | Litcius