M. Sohrabi

most citedBi-interpretability with

Z

and models of the complete elementary theories of

SL_{n} (O)

T_{n} (O)

and

GL_{n} (O)

n \geq 3

5 citations · 5 across the 2 of their papers we have counts for

collaborators

2 papers

math.GR2020★ 5 cited

Bi-interpretability with $Z$ and models of the complete elementary theories of $SL_{n} (O)$ , $T_{n} (O)$ and $GL_{n} (O)$ , $n \geq 3$

Mahmood Sohrabi, Alexei G. Myasnikov

Let $O$ be the ring of integers of a number field, and let $n \geq 3$ . This paper studies bi-interpretability of the ring of integers $Z$ with the special linear…

math.GR2009

Groups Elementarily Equivalent to a Free 2-nilpotent Group of Finite Rank

Alexei G. Myasnikov, Mahmood Sohrabi

In this paper we find a characterization for groups elementarily equivalent to a free nilpotent group $G$ of class 2 and arbitrary finite rank.

Bi-interpretability with Z and models of the complete elementary theories of SLn​(O), Tn​(O) and GLn​(O), n≥3

Groups Elementarily Equivalent to a Free 2-nilpotent Group of Finite Rank

Bi-interpretability with $Z$ and models of the complete elementary theories of $SL_{n} (O)$ , $T_{n} (O)$ and $GL_{n} (O)$ , $n \geq 3$