2 citations · 2 across the 4 of their papers we have counts for
4 papers
A note on the structure of V(6) maps
Uri Weiss
The purpose of this note is make Theorem 13 in the article "On Biautomaticity of Non-Homogenous Small-Cancellation Groups" more accessible. Restatements of the theorem already appe…
Algebraic C(4) and T(4) groups are bi-automatic
Uri Weiss
S. Gersten and H. Short have proved that if a group has a presentation which satisfies the algebraic C(4) and T(4) small-cancellation condition then the group is automatic. Their p…
From small-overlap conditions to automatic semigroups
Uri Weiss
We study the connection between small-overlap conditions and automaticity of semigroups. We restrict the discussion to conditions that imply embeddability and under which each rela…
On Shephard Groups with Large Triangles
Uri Weiss
Shephard groups are common extensions of Artin and Coxeter groups. They appear, for example, in algebraic study of manifolds. An infinite family of Shephard groups which are not Ar…