On homotopically dense subspaces of the space of complete linked systems
M. V. DolgopovSamara State Technical UniversityQamariddin R. ZhuvonovTashkent National Research University "Tashkent Institute of Irrigation and Agricultural Mechanization Engineers"
ABI
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This article discusses the topological and geometric properties of the set of coupled systems and the properties of its subspaces that are homotopically dense. Theorems for a metrizable nondegenerate continuum are presented, conditions for a homotopically dense set of a compact set and conditions for determining a manifold for a finite-dimensional set depending on the fact that it does not contain a Hilbert cube are determined.
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