| Partner: Vladimir Pulov |
Ostatnie publikacje
| 1. | Pulov V.♦, Kowalczuk W., Mladenov I.M.♦, Geometry of Enumerable Class of Surfaces Associated with Mylar Balloons, Mathematics, ISSN: 2227-7390, DOI: 10.3390/math12040557, Vol.12, No.4, pp.557-1-18, 2024 Streszczenie: In this paper, the very fundamental geometrical characteristics of the Mylar balloon like the profile curve, height, volume, arclength, surface area, crimping factor, etc. are recognized as geometrical moments ℐ Słowa kluczowe: Mylar balloons, geometrical moments, elliptic integrals, beta and gamma functions, recursive relations, crimping factor, lemniscate constant Afiliacje autorów:
|  | 20p. | |||||||||
| 2. | Kowalczuk W., Pulov V.♦, Mladenov I.M.♦, Mylar Balloon and Associated Geometro-Mechanical Moments, Mathematics, ISSN: 2227-7390, DOI: 10.3390/math11122646, Vol.11, No.12, pp.2646-1-13, 2023 Streszczenie: Starting with identifications of the very fundamental geometric characteristics of a Mylar balloon such as the profile curve, height, volume, arclength, surface area, crimping factor, etc., using the geometrical moments Słowa kluczowe: solid and hollow Mylar balloons, crimping factor, geometro-mechanical moments, recursive relations, elliptic integrals and functions, gamma functions, Gauss’s and lemniscate constants Afiliacje autorów:
| | 20p. |