ALGEBRAIC TRANSFORMATIONS OF CADASTRAL TOPOLOGICAL DATA

In this paper we introduce algebraic transformations of cadastral topological data. The traditional description of this data in attribute tables is transferred to the matrix forms. This allowed to introduce algebraic transformations. As an outcome one obtains new forms of description of cadastral structures. In the second part of the paper new topological data were transformed to quantum metric and this lead to new description of the neighbourhood of sets of geometrical cadastral data elements. They can be used in analytical processes, e.g. in neighbourhood analysis and aggregation of areas.