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Introduction of digital mapping techniques and GIS in the 1960s made quality of digital spatial data an issue in geoinformation processing (GI)
Error and uncertainty in spatial data identified as potential problems in GI processing uncommon in production and use of paper maps
Ongoing development from 1980s to design and implement data transfer standards which include data quality information hitherto available on the margins of paper maps only
Objective of this work is to present data conflation as one option in GI processing for improvement of spatial data quality
Geodata quality ISO 8402: totality of characteristics of a product that bear
on its ability to satisfy stated or implied needs > fitness-for-use
Definition of spatial data quality necessitates information on (a) geodata used, (b) user requirements
Fitness-for-use: data meet requirements of target application
Geodata quality indicators Completeness Logical consistency Positional accuracy Temporal accuracy: accuracy of reporting time of data Semantic/thematic/attribute accuracy Information on geodata quality included in metadata
4 Data conflation at work Conceputal frameworkSubstituting roundabout for road crossing
Inserting roundabout in dataset where roundabout modelled as road crossing = not defined as roundabout
Detecting “missing” roundabout by identifying position of crossings in input datasets: roundabout identified if minimum of 3 edges of road network have identical start and end point
When 3 edges are identified which have the same node (start or end point of edge), this intersection is part of roundabout
After completion of merge process of 2 or more datasets (points, lines, polygons) completeness of input data is always increased
Prerequisite: one of the input datasets must have more infor-mation than the other(s)
Not all new geometry objects of target dataset include infor-mation on thematic attributes, hence completeness of target dataset can never be complete in terms of thematic information
Consequence: Datasets generated by conflation can only be complete in terms of geometrical information
Conflation methods allow the improvement of positional and temporal accuracy of spatial data
Positional accuracy of a dataset can be increased with the information provided by another input dataset
If both datasets show major variance from the corresponding real world objects, arithmetic average of all input datasets can increase this quality element
Temporal accuracy can be improved if metadata provide infor-mation about actuality of spatial data
Data conflation facilitates multiple use of quality spatial data which can be generated automatically to application require-ments from existing suboptimal datasets