JOURNAL ARTICLE

Temporal uncertainty of geographical information

Hong ShuCuihong Qi

Year: 2005 Journal:   Proceedings of SPIE, the International Society for Optical Engineering/Proceedings of SPIE Vol: 6045 Pages: 60451P-60451P   Publisher: SPIE

Abstract

Temporal uncertainty is a crossing point of temporal and error-aware geographical information systems. In Geoinformatics, temporal uncertainty is of the same importance as spatial and thematic uncertainty of geographical information. However, until very recently, the standard organizations of ISO/TC211 and FGDC subsequently claimed that temporal uncertainty is one of geospatial data quality elements. Over the past decades, temporal uncertainty of geographical information is modeled insufficiently. To lay down a foundation of logically or physically modeling temporal uncertainty, this paper is aimed to clarify the semantics of temporal uncertainty to some extent. The general uncertainty is conceptualized with a taxonomy of uncertainty. Semantically, temporal uncertainty is progressively classified into uncertainty of time coordinates, changes, and dynamics. Uncertainty of multidimensional time (valid time, database time, and conceptual time, etc.) has been emphasized. It is realized that time scale (granularity) transition may lead to temporal uncertainty because of missing transition details. It is dialectically concluded that temporal uncertainty is caused by the complexity of the human-machine-earth system.

Keywords:
Geospatial analysis Geoinformatics Computer science Uncertainty analysis Granularity Measurement uncertainty Temporal database Thematic map Sensitivity analysis Temporal scales Data mining Uncertainty quantification Semantics (computer science) Uncertainty reduction theory Geography Remote sensing Mathematics Machine learning Cartography Statistics Ecology

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Topics

Geographic Information Systems Studies
Social Sciences →  Social Sciences →  Geography, Planning and Development
Data Management and Algorithms
Physical Sciences →  Computer Science →  Signal Processing
Constraint Satisfaction and Optimization
Physical Sciences →  Computer Science →  Computer Networks and Communications

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