Stability of the weak Haagerup property under graph products
Authors: Shubhabrata Das, Partha Sarathi GhoshPublished: Feb 3, 2026
Abstract
In this paper we prove that: Any graph product of finitely many groups, all of them satisfying weak Haagerup property with $Λ_{WH}=1$, also satisfies weak Haagerup property and as a corollary of this result we obtain that the free product of weakly Haagerup groups with $Λ_{WH}=1$, again has weak Haagerup property with $Λ_{WH}=1$.
Growth and citations
No state
This paper is currently showing No growth state computed yet..
No citation data yet.Citation metrics will appear here once available.
Citation metrics and growth state from academic sources (e.g. Semantic Scholar). See About for details.
Cited by (0)
No citing papers yet
Papers that cite this one will appear here once data is available.
View citations page →References (0)
No references in DB yet
References for this paper will appear here once ingested.
Related papers in Group Theory
- On a conjecture of Peter Neumann on fixed points in permutation groups0 citations
- Generation of Iterated Wreath Products Constructed from Almost Simple Groups0 citations
- Permutation groups and symmetric Hecke algebras0 citations
Growth transitions
No transitions recorded yet
Growth state transitions will appear here once computed.