19.77 (2018)

The Stable Small Cancellation Conjecture: If $F$ is a free group of rank $r \geqslant 2$, then, for any fixed $n > 0$, there exists a generic subset $S$ of $F^n$ such that, for any automorphism $\phi$ of $F$, the set $\phi(S)$ satisfies the small cancellation condition $C'(1/6)$.