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Geographical Information Systems and Science Longley P A, Goodchild M F, Maguire D J, Rhind D W (2001) John Wiley and Sons Ltd 6. Uncertainty © John Wiley.

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Presentation on theme: "Geographical Information Systems and Science Longley P A, Goodchild M F, Maguire D J, Rhind D W (2001) John Wiley and Sons Ltd 6. Uncertainty © John Wiley."— Presentation transcript:

1 Geographical Information Systems and Science Longley P A, Goodchild M F, Maguire D J, Rhind D W (2001) John Wiley and Sons Ltd 6. Uncertainty © John Wiley & Sons Ltd

2 Overview Definition, and relationship to geographic representation Conception, measurement and analysis Vagueness of key GIS attributes ‘Indeterminate’ geographic boundaries Accuracy and measurement error

3 Introduction Imperfect or uncertain reconciliation [science, practice] [concepts, application] [analytical capability, social context] It is impossible to make a perfect representation of the world, so uncertainty about it is inevitable

4 Sources of Uncertainty Measurement error: different observers, measuring instruments Specification error: omitted variables Ambiguity, vagueness and the quality of a GIS representation A catch-all for ‘incomplete’ representations or a ‘quality’ measure

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6 U1: Conception Spatial uncertainty Natural geographic units? Bivariate/multivariate extensions? Discrete objects Vagueness Statistical, cartographic, cognitive Ambiguity Values, language

7 Scale & Geographic Individuals Regions Uniformity Function Relationships typically grow stronger when based on larger geographic units

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9 Scale and Spatial Autocorrelation No. of geographicCorrelation areas 48.2189 24.2963 12.5757 6.7649 3.9902

10 U2: Measurement/representation Representational models filter reality differently Vector Raster

11 0.9 – 1.0 0.5 – 0.9 0.1 – 0.5 0.0 – 0.1

12 Other issues Measurements only accurate to a limited extent ‘Continuous’ scales are in practice discrete Discrete isopleth/choropleth map display Choropleth mapping in multivariate cases

13 Measurement Error Digitizing errors Automated solutions Conflation of adjacent map sheets

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17 Data Integration and Lineage Concatenation E.g. polygon overlay Conflation E.g. rubber sheeting Persistent error indicates shared lineage Errors tend to exhibit strong positive spatial autocorrelation

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20 U3: Analysis Can good spatial analysis develop on uncertain foundations? Can rarely correct source More usually tackle operation (internal validation) Conflation/concatenation allows external validation of zonal averaging effects Aggregation & ecological fallacy

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22 MAUP Scale + aggregation = MAUP can be investigated through simulation of large numbers of alternative zoning schemes

23 Consolidation Uncertainty is more than error Richer representations create uncertainty! Need for a priori understanding of data and sensitivity analysis


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