Topological transitivity of the normalized maps induced by linear operators

[EN] In this article, we provide a simple geometric proof of the following fact: The existence of transitive normalized maps induced by linear operators is possible only when the underlying space's real dimension is either 1 or 2 or infinity. A similar result holds for projective transformation as well.NBHM-DAE (Government of India) Ref. No. 2/39(2)/2016/NBHM/R & D-II/11397Mandal, PN. (2022). Topological transitivity of the normalized maps induced by linear operators. Applied General Topology. 23(1):135-143. https://doi.org/10.4995/agt.2022.1561313514323