Pages that link to "Item:Q5956877"

The following pages link to Ascending HNN extensions of residually finite groups can be non-Hopfian and can have very few finite quotients (Q5956877):

Displaying 11 items.

• On the isolated points in the space of groups. (Q863359) (← links)
• Groups with the same cohomology as their profinite completions. (Q948728) (← links)
• A finitely presented HNN-extension example: Non-finitely generated groups, and an application of small cancellation theory (Q1103725) (← links)
• The residual finiteness of ascending HNN-extensions of certain soluble groups (Q1409627) (← links)
• Non-linear residually finite groups. (Q1764838) (← links)
• Polynomial maps over finite fields and residual finiteness of mapping tori of group endomorphisms (Q1775148) (← links)
• Discrete groups without finite quotients (Q1790238) (← links)
• Ascending HNN extensions of polycyclic groups are residually finite. (Q1812031) (← links)
• An uncountable family of finitely generated residually finite groups (Q2078816) (← links)
• A family of two-generator non-Hopfian groups (Q4588871) (← links)
• Amenable groups without finitely presented amenable covers (Q4929242) (← links)