Abstract. We answer a question raised in [9], that is whether the infinite weight of the generic type of the free group is witnessed in Fω. We also prove that ...
ON THE GENERIC TYPE OF THE FREE GROUP. RIZOS SKLINOS. Abstract. We answer a question raised in [9], that is whether the infinite weight of the generic type of ...
Nov 14, 2010 · Abstract:We answer a question raised by Pillay, that is whether the infinite weight of the generic type of the free group is witnessed in ...
Abstract. We answer a question raised by Pillay, that is whether the infinite weight of the generic type of the free group is witnessed in $F_{\omega}$.
Abstract. We answer a question raised in [9], that is whether the infinite weight of the generic type of the free group is witnessed in Fa.
We answer a question raised by Pillay, that is whether the infinite weight of the generic type of the free group is witnessed in $F_{\omega}$.
Abstract. We answer a question raised in [9], that is whether the infinite weight of the generic type of the free group is witnessed in F ω .
Free groups and finitely presented groups are implemented as a wrapper over the corresponding GAP objects. A free group can be created by giving the number of ...
Mar 28, 2018 · The free group FS over a given set S consists of all expressions (a.k.a. words, or terms) that can be built from members of S.
A. Dold, Nullhomologous words in free groups which are not nullhomologous in any proper subgroup. Arch. Math.50, 564–569 (1988).