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CSS 4200
Geographic Information Systems
Lecture 17: -^
Course Update
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Assessing and Managing Error in Spatial Data
(Bolstad, Chap. 14)
Announcements
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ArcView 9.3 and Extensions (15)
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Laboratory Quizzes: 10 November, 01 December weeks
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Prelim Exam #2 Review: Thursday, 20 November
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Prelim Exam #2:
Tuesday, 25 November
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Textbook Chapters: #5, #11-
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Practice problem set: 10 November week
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Final Examination (“N”):Wednesday, 17 December, 9-11:30a, G14 Fernow
Errors vs. Mistakes
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Errors– Systematic
- Conform to physical parameters
- Random
- Conform to laws of probability
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Mistakes (Blunders)– Don’t conform to anything– Can only be avoided, not modeled
GIS Data Quality
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Accuracy and precision– Spatial and attribute
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Logical consistency
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Completeness
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Timeliness
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Spatial variability
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Appropriateness– scale or resolution– classification (intent)– format
Timeliness
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Age and lineage of geospatial data– Some data age well, some poorly
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Using data from the wrong time can causeproblems– Particularly if different layers are different ages
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Assessing change may be a goal–
One theme, multiple dates
Scale & Resolution (“grain”)
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Generalization mayimproperly representsize and shape
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Cartographic aesthetics
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Entire regions may beeliminated (islands,peninsulas, etc.)
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Scale vs. resolution
Classification
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What is intended use of source data?– Source data produced for other purposes– Scale limitations
- Minimum mapping unit
- Themes
- Land use vs. land cover, for example
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Secondary data issues
Processing Errors
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Different precision of numerical data
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Topological problems– Assumption of sharp boundaries– Digitizing procedures
- 1:100,000 scale map: a line 1 mm in width on maps
represents
?
m on ground surface
Error Propagation
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Additive v. multiplicative errors
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Universal soil loss equation:A = R * K * L * S * C * P
- A = annual soil loss• R - rainfall-erosivity factor (297 +/- 72)• K - soil erodibility (0.1 +/- 0.05)• L - slope length (2.13 +/- 0.045• S - slope steepness, gradient (1.169 +/- 0.122)• C - cover-management factor (0.5 +/-0 .15)• P - conservation practices 0.5 +/-0.
Thematic Accuracy
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Accuracy of attribute data
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Associated with spatial, temporal, topologicalaccuracy– Is an attribute wrong because of improper analysis, or
because everything is shifted, or input data was out ofdate, etc.?
- Important if you want to improve quality, accuracy,
and usefulness of project results.
Error Matrices