Equational Noethericity for Graphs and Groups and Kotov’s Lemma - Conference attendances

Equational Noethericity for Graphs and Groups and Kotov’s Lemma Conference attendances

Language

Английский

Participant type

Пленарный

URL

https://u.math.biu.ac.il/~vishneu/Conferences/DAG2025/program.html

Conference

Algebra, Geometry, Dynamics 2025
10-13 Nov 2025 , Bar-Ilan University

Authors

Treier A ¹

Affiliations

1	Омский филиал ФГБУН «Институт математики им. С.Л. Соболева СО РАН».

Kotov in his 2010 paper formulated a lemma – a convenient criterion for when an algebraic system is not equationally Noetherian. The talk will present results on the equational Noethericity for some groups and graphs obtained using this lemma. In particular, an answer will be given to the question about the existence of a group that is not equationally Noetherian but is equationally Noetherian in one variable, posed by Baumslag, Miasnikov, and Remeslennikov (1999).

Treier A.
Equational Noethericity for Graphs and Groups and Kotov’s Lemma
Algebra, Geometry, Dynamics 2025 10-13 Nov 2025