Maqola

On defects of polyhedra isometric on sections at vertices

Fayzulla TopvoldiyevFergana state university, 19, Murabbiylar str., Fergana 150100, UzbekistanAnvarjon SharipovBranch of National Research Nuclear University MEPhI in Tashkent, 1, Khuroson str., Tashkent 100214, Uzbekistan

AIP conference proceedingsjournal2024en

ABI

Annotatsiya

In this paper, we study convex polyhedra that are uniquely projected onto the XOY plane and one of the edges is perpendicular to vector e→(OX)⁠, but do not have support planes perpendicular to vector e→(OX)⁠, and it is shown that the conditional total angle of such polyhedral angles is bounded. This conditional full angle is shown to be invariant with respect to a given linear transformation with a non-orthogonal and non-symmetric matrix, but whose determinant is equal to one.

Mavzular

Mathematics and Applications graph theory and CDMA systems Matrix Theory and Algorithms

Identifikatorlar

DOI: 10.1063/5.0199937

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