The following pages link to (Q5127243):
Displaying 15 items.
- The sigma invariants of Thompson's group \(F\). (Q965089) (← links)
- Thompson's group \(F\) and uniformly finite homology (Q1035331) (← links)
- Describing all bi-orderings on Thompson's group \(F\) (Q1049916) (← links)
- Introductory notes on Richard Thompson's groups (Q1355389) (← links)
- Rank and deficiency gradients of generalized Thompson groups of type \(F\). (Q2922870) (← links)
- R.J. THOMPSON’S GROUPS<i>F</i>AND<i>T</i>ARE BI-INTERPRETABLE WITH THE RING OF THE INTEGERS (Q2933670) (← links)
- (Q3173645) (← links)
- A short account of why Thompson's group $F$ is of type $\textrm{F}_\infty$ (Q3299470) (← links)
- FOREST DIAGRAMS FOR ELEMENTS OF THOMPSON'S GROUP F (Q3379471) (← links)
- On Jones’ subgroup of R. Thompson’s group T (Q4686446) (← links)
- On subgroups of R. Thompson's group $ F$ and other diagram groups (Q4940754) (← links)
- Classification of Thompson related groups arising from Jones' technology II (Q5072077) (← links)
- A computational approach to the Thompson group F (Q5252304) (← links)
- (Q5488877) (← links)
- Thompson's group F$F$ is almost 32$\frac{3}{2}$‐generated (Q6086864) (← links)
