AbstractWe prove that ifA→G→Qis a short exact sequence of groups whereGis finitely generated,AandQare abelian,Ais a2-torsion Krull dimension one3Q-module via conjugation then theFPm-Conjecture holds. In general ifGis of typeFPmand either the extension is split orAis4-torsion we show thatAism-tame as5Q-module
AbstractBy the aid of a slight generalization of the Hales-Jewett theorem [Trans. Amer. Math. Soc. 1...
Let G be a group. A ZG-module M is said to be of type (FP)? over G if and only if there is a project...
AbstractIt is proved that if G is a split extension of a cyclic p-group by a cyclic p′-group with fa...
This thesis is concerned with the study of certain metabelian groups which can be viewed as split ex...
AbstractA group G is knot-like if it is finitely presented of deficiency 1 and has abelianization G/...
AbstractWe characterize the modules B of homological type FPm over Zp〚G〛, where G is a topologically...
AbstractThe Bieri–Neumann–Strebel invariant Σm(G) of a group G is a certain subset of a sphere that ...
We characterize the modules B of homological type FPm over Z(p) [G], where G is a topologically fini...
The Dade group $D(P)$ of a finite $p$-group $P$, formed by equivalence classes of endo-permutation m...
AbstractThe Dade group D(P) of a finite p-group P, formed by equivalence classes of endo-permutation...
The Bieri-Neumann-Strebel invariant ∑m (G) of a group G is a certain subset of a sphere that contain...
AbstractGeneralising the main results from [F. Grunewald, A. Jaikin, A. Pinto, P. Zalesskii, Normal ...
AbstractLet G be a group. A ZG-module M is said to be of type (FP)∞ over ZG if and only if there is ...
We characterise the modules B of homological type FP,, over a finitely generated Lie algebra L such ...
The ∑3-conjecture for metabelian groups is proved in the split extension case.673609625Åberg, H., Bi...
AbstractBy the aid of a slight generalization of the Hales-Jewett theorem [Trans. Amer. Math. Soc. 1...
Let G be a group. A ZG-module M is said to be of type (FP)? over G if and only if there is a project...
AbstractIt is proved that if G is a split extension of a cyclic p-group by a cyclic p′-group with fa...
This thesis is concerned with the study of certain metabelian groups which can be viewed as split ex...
AbstractA group G is knot-like if it is finitely presented of deficiency 1 and has abelianization G/...
AbstractWe characterize the modules B of homological type FPm over Zp〚G〛, where G is a topologically...
AbstractThe Bieri–Neumann–Strebel invariant Σm(G) of a group G is a certain subset of a sphere that ...
We characterize the modules B of homological type FPm over Z(p) [G], where G is a topologically fini...
The Dade group $D(P)$ of a finite $p$-group $P$, formed by equivalence classes of endo-permutation m...
AbstractThe Dade group D(P) of a finite p-group P, formed by equivalence classes of endo-permutation...
The Bieri-Neumann-Strebel invariant ∑m (G) of a group G is a certain subset of a sphere that contain...
AbstractGeneralising the main results from [F. Grunewald, A. Jaikin, A. Pinto, P. Zalesskii, Normal ...
AbstractLet G be a group. A ZG-module M is said to be of type (FP)∞ over ZG if and only if there is ...
We characterise the modules B of homological type FP,, over a finitely generated Lie algebra L such ...
The ∑3-conjecture for metabelian groups is proved in the split extension case.673609625Åberg, H., Bi...
AbstractBy the aid of a slight generalization of the Hales-Jewett theorem [Trans. Amer. Math. Soc. 1...
Let G be a group. A ZG-module M is said to be of type (FP)? over G if and only if there is a project...
AbstractIt is proved that if G is a split extension of a cyclic p-group by a cyclic p′-group with fa...
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