Publication date: 20 June 2024
Volume: Vol 59
Issue: Svezak 1
Pages: 147-169
DOI: 10.3336/gm.59.1.07
Original scientific paper
https://doi.org/10.3336/gm.59.1.07
Conceptions on topological transitivity in products and symmetric products II
Anahí Rojas
orcid.org/0000-0002-5162-5663
; Instituto de Agroingeniería, Universidad del Papaloapan, Av. Ferrocarril s/n, San Antonio, Loma Bonita, Oaxaca, C.P. 68400, México
Aura L Kantún
; Instituto de Agroingeniería, Universidad del Papaloapan, Av. Ferrocarril s/n, San Antonio, Loma Bonita, Oaxaca, C.P. 68400, México
José ́Ń Méndez
; Instituto de Agroingeniería, Universidad del Papaloapan, Av. Ferrocarril s/n, San Antonio, Loma Bonita, Oaxaca, C.P. 68400, México
Víctor M Méndez
; Instituto de Agroingeniería, Universidad del Papaloapan, Av. Ferrocarril s/n, San Antonio, Loma Bonita, Oaxaca, C.P. 68400, México
We continue the work initiated by A. Rojas, F. Barragán and S. Macías in Conceptions on topological transitivity in products and symmetric products. Thurk. J. Math. 44 (2020), 491–523. We consider classes of functions not included in the mentioned paper, namely: exact in the sense of Akin-Auslander-Nagar, fully exact, strongly transitive in the sense of Akin-Auslander-Nagar, very strongly transitive, exact transitive, strongly exact transitive and strongly product transitive.
Topological transitivity, symmetric products, dynamical systems.
318145
16.8.2024.
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