LANDSCAPE AS A LIMIT MODEL OF SETS
The paper investigates possibilities of formalization of landscape at different levels of its organization through the example of set-theoretic modeling. It is shown that with increase in the complexity of landscape organization, possibilities of the landscape model direct formalization diminish and eventually disappear. Formalization of landscape is impossible in principle, therefore landscape can be examined as a limit model in relation to set-theoretic discourse, as a model of another family. In this form, it becomes very attractive for scientific explanation in modern theoretical physics and supramolecular chemistry, i.e. when it is necessary to investigate sets (classes and universes) with exceptionally large power and supercomplex organization. In terms of set theory, such concepts as an element of landscape, geomass, a geocomponent, complex, emergence and harmony are considered. In terms of landscape science, such concepts of set theory as an element, type, actual infinity, empty set, continuum, etc. are defined.