DESCRIPTION OF THE TRANSFORMATION OF GEOMETRIC FORMS IN A FOUR-DIMENSIONAL SPACE
The article deals with the construction of a new method for representing geometric figures in four-dimensional space, the problem of interpreting a function of many variables through its parameters. The task of transforming the geometric shapes of three-dimensional objects into four-dimensional space is relevant in the practice of designing shells of floors of civil and industrial structures. The design of shells based on 3D modeling methods is insufficient in the design of building structures.
hyper networks, finite difference method, boundary conditions, polihedron, nodes, substitutions in n-dimensional space