DYNAMIC GEOMETRY OF KASNER TRIANGLES WITH A FIXED WEIGHT

Journal article


Andrica, D., Bagdasar, O. and Marinescu, D.Ş. 2022. DYNAMIC GEOMETRY OF KASNER TRIANGLES WITH A FIXED WEIGHT. INTERNATIONAL JOURNAL OF GEOMETRY. Vol 11 (Issue 2), pp. 101 - 110.
AuthorsAndrica, D., Bagdasar, O. and Marinescu, D.Ş.
Abstract

In this article we consider the geometrical iterative process
defined by the Kasner triangles with a fixed real weight. The main results
about the convergence of this process are given in Section 2. The proofs are
elementary and use the general theory of the second order linear recurrences.
In the remark after the proof a higher level approach is presented.

Year2022
JournalINTERNATIONAL JOURNAL OF GEOMETRY
Journal citationVol 11 (Issue 2), pp. 101 - 110
PublisherVasile Alecsandri National College
ISSN2247-9880
Web address (URL)https://ijgeometry.com/wp-content/uploads/2022/03/10.-101-110.pdf
Output statusPublished
Publication datesApr 2022
Publication process dates
Accepted15 Dec 2021
Deposited25 May 2023
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