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The process of encoding linguistic hedges of uncertainty as ≈ E, propagating them and then 'translation' into fitness-for-use statements.  

The process of encoding linguistic hedges of uncertainty as ≈ E, propagating them and then 'translation' into fitness-for-use statements.  

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Spatial data quality has been attracting much interest. Much of the problem lies in the degree to which current data structures are unable to model the real world and the way imperfections in the data may propagate during analyses and cast doubt on the validity of the outcomes. Much of the research has concentrated on the quantitative accuracy of s...

Contexts in source publication

Context 1
... of ≈ E are both the building blocks for fuzzy set representations of linguistic hedges and the means for 'translating' fuzzy sets into qualifying statements of fitness-for-use. For example, as illustrated in Figure 5, during a session of interpreting aerial photographs, an interpreter marks or codes the class attribute (label) of a polygon with a linguistic hedge that expresses the interpreter's uncertainty. When recording data in the GIS, the interpreter defines an equivalence using ≈ E intuitive probabilities. ...
Context 2
... must be stressed that the process illustrated in Figure 5 is not proposing a fuzzy logic alternative to standard GIS analyses using Boolean logic. ≈ E is a means of encoding, propagating and decoding linguistically expressed uncertainty associated with spatial objects. ...
Context 3
... problems of dealing with linguistic hedges as discussed in above, also apply to expressions of fitness-for-use. In the example given in Figure 5, linguistic hedges encoded as fuzzy sets through ≈ E have been propagated through a union overlay to give a resultant fuzzy set whose 'meaning' may not be known. To match this propagated uncertainty with the relevant expression of fitness-for-use (in terms of ≈ E), the resultant fuzzy set needs to be equated with one of the stylized fuzzy sets and thus with one of the user's equivalent quality statements. ...

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