K. Miyajima et A. Ralescu, SPATIAL-ORGANIZATION IN 2D SEGMENTED IMAGES - REPRESENTATION AND RECOGNITION OF PRIMITIVE SPATIAL RELATIONS, Fuzzy sets and systems, 65(2-3), 1994, pp. 225-236
Citations number
13
Categorie Soggetti
Computer Sciences, Special Topics","System Science",Mathematics,"Statistic & Probability",Mathematics,"Computer Science Theory & Methods
Object recognition and scene analysis tasks can be greatly enhanced wh
en information about spatial organization in an image is available. Mo
reover, for recognition of complex objects a suitable representation o
f spatial relations between objects' components taking into account sh
ape, size, orientation, etc., is required. This cannot be accomplished
by reducing a region to one or a few representative points; instead t
he region as a whole must be treated. This paper presents a fuzzy logi
c approach to the representation and recognition of spatial relations
between regions in a 2D image. The main source of information on spati
al relations is the geometry of the regions in question and we argue t
hat this is complex enough to cause ambiguity in spatial relations, an
d hence to warrant a fuzzy logic approach. The basic idea is to calcul
ate the angles between the line connecting two points (one in each reg
ion) and the horizontal line, to construct a histogram of these angles
, and then upon an interpretation of the histogram as a fuzzy set to m
atch it with the fuzzy sets representing a vocabulary of spatial relat
ions. Other expressions of the spatial information which may be contex
t dependent can be easily obtained by adding context knowledge. Severa
l examples are used to illustrate our approach.