We present a data structure used to represent planar spatial databases in the topological data model. Conceptually, such databases consist of points, lines between these points, and areas formed by these lines. The data structure has the distinctive feature that it is geared toward supporting queries involving topological properties of the database only: two databases that are topologically equivalent have the same representation. Moreover, no information is lost in this way: two databases that are not topologically equivalent never have the same representation
For a long time topological relationships between spatial objects have been a focus of research in a...
We consider two-dimensional spatial databases defined in terms of polynomial inequalities and focus ...
The aim of this research concerns the construction,representation and generalization, in the GIS, of...
The paper investigates the use of topological annotations (called topological invariants) to answer ...
We study topological queries over two-dimensional spatial databases. First, we show that the topolog...
AbstractThe paper investigates the use of topological annotations (called topological invariants) to...
We studytopological queriesover two-dimensional spatial databases. First, we show that the topologic...
Abstract. We consider spatial databases and queries definable using first-order logic and real polyn...
Geographic databases contain collections of spatial data representing the variety of views for the ...
Abstract. Several representations have been created to store topological infor-mation in normal spat...
Reasoning about space has been a considerable field of study both in Artificial Intelligence and in ...
relations existing with its surrounding objects. An important kind of spatial relations is represen...
The data modeling techniques which are currently used to construct the logical view of data have mad...
We present a unified framework for classifying and answering spatial queries relevant to a Geographi...
This paper presents a new framework for modeling topological relations among objects of type point, ...
For a long time topological relationships between spatial objects have been a focus of research in a...
We consider two-dimensional spatial databases defined in terms of polynomial inequalities and focus ...
The aim of this research concerns the construction,representation and generalization, in the GIS, of...
The paper investigates the use of topological annotations (called topological invariants) to answer ...
We study topological queries over two-dimensional spatial databases. First, we show that the topolog...
AbstractThe paper investigates the use of topological annotations (called topological invariants) to...
We studytopological queriesover two-dimensional spatial databases. First, we show that the topologic...
Abstract. We consider spatial databases and queries definable using first-order logic and real polyn...
Geographic databases contain collections of spatial data representing the variety of views for the ...
Abstract. Several representations have been created to store topological infor-mation in normal spat...
Reasoning about space has been a considerable field of study both in Artificial Intelligence and in ...
relations existing with its surrounding objects. An important kind of spatial relations is represen...
The data modeling techniques which are currently used to construct the logical view of data have mad...
We present a unified framework for classifying and answering spatial queries relevant to a Geographi...
This paper presents a new framework for modeling topological relations among objects of type point, ...
For a long time topological relationships between spatial objects have been a focus of research in a...
We consider two-dimensional spatial databases defined in terms of polynomial inequalities and focus ...
The aim of this research concerns the construction,representation and generalization, in the GIS, of...