Abstract:
On a special interest are tilings in hyperbolic n-space. In this work the proposed construction could be considered as wel as constructive demonstration related to the theorem of existence of non-face-to-face tilings of hyperbolic n-dimensional space by equal, convex and compacte polytopes. The article also studies the upper bound for the number of faces of a n-dimensional hyperbolic tile. DOI: https://doi.org/10.53486/cike2023.69; UDC: 330.43:512; JEL: C60, F60, C22
Description:
BALCAN Vladimir. Construction of Tilings and Behaviour of Geodesics. In: Competitiveness and Innovation in the Knowledge Economy [online]: 27th International Scientific Conference: Conference Proceeding, September 22-23, 2023. Chişinău: ASEM, 2023, pp. 641-647. ISBN 978-9975-167-39-0 (PDF).
