75 citations · 85 across the 12 of their papers we have counts for
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math.GR1993
Automatic structures and boundaries for graphs of groups
Walter D. Neumann, Michael Shapiro
We study the synchronous and asynchronous automatic structures on the fundamental group of a graph of groups in which each edge group is finite. Up to a natural equivalence relatio…
math.GR1993
A note on Context Sensitive languages and Word Problems
Michael Shapiro
Anisimov and Seifert show that a group has a regular word problem ifand only if it is finite. Muller and Schupp (together with Dunwoody's accessibility result) show that a group ha…
math.GR1993
Almost Convex Groups and the Eight Geometries
Michael Shapiro, Melany Stein
If is a closed Nil geometry 3-manifold then is almost convex with respect to a fairly simple ``geometric'' generating set. If is a central extension or a ${\Bbb Z}…