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math.GR2021
Inverse limit slender groups
Gregory Conner, Wolfgang Herfort, Curtis Kent +1
Classically, an abelian group is said to be slender if every homomorphism from the countable product to factors through the projection to some finit…
math.GR2018
Asymptotic cones and boundaries of CAT(0) groups
Curtis Kent, Russell Ricks
It is well known that the Tits boundary of a proper cocompact CAT(0) space embeds into every asymptotic cone of the space. We explore the relationships between the asymptotic cones…
math.GR2011
Inverse Limits of Finite Rank Free Groups
Gregory Conner, Curt Kent
We will show that all inverse limits of finite rank free groups index by the natural numbers are isomorphic either to a finite rank free group or to a fixed universal group. In oth…