Fuzzy Surfaces in GIS and Geographical Analysis Theory, Analytical Methods, Algorithms and Applications
Coordonnateur : Lodwick Weldon
Surfaces are a central to geographical analysis. Their generation and manipulation are a key component of geographical information systems (GISs). However, geographical surface data is often not precise. When surfaces are used to model geographical entities, the data inherently contains uncertainty in terms of both position and attribute. Fuzzy Surface in GIS and Geographical Analysis sets out a process to identify the uncertainty in geographic entities. It describes how to successfully obtain, model, analyze, and display data, as well as interpret results within the context of GIS.
Focusing on uncertainty that arises from transitional boundaries, the book limits its study to three types of uncertainties: intervals, fuzzy sets, and possibility distributions. The book explains that uncertainty in geographical data typically stems from these three and it is only natural to incorporate them into the analysis and display of surface data. The book defines the mathematics associated with each method for analysis, then develops related algorithms, and moves on to illustrate various applications.
Fuzzy Surface in GIS and Geographical Analysis clearly defines how to develop a routine that will adequately account for the uncertainties inherent in surface data.
Date de parution : 09-2019
15.6x23.4 cm
Date de parution : 12-2007
Ouvrage de 300 p.
15.6x23.4 cm
Thèmes de Fuzzy Surfaces in GIS and Geographical Analysis :
Mots-clés :
Fuzzy Numbers; Membership Function; Interval Arithmetic; Fuzzy Surfaces; Triangular Fuzzy Numbers; Fuzzy Set; Possibilistic Uncertainties; Data Set; Fuzzy Area; Convex Hull Property; Data Model; Raster Data Structure; DEM Uncertainty; Semi-infinite Optimization Problem; Fuzzy Arithmetic; Object Data Model; Fuzzy Query; Vector Data Structure; Map Algebra Operations; Pseudo Code; Air Pollution; Vague Environment; Fuzzy Subset; Cubic Splines; Regions Ri