Add to ORKGThe aim of this note is to prove that there are 2 non-isomorphic 2 generated just-infinite branch pro-2 groups
For profinite branch groups, we first demonstrate the equivalence of the Bergman property, uncountab...
Abstract. It is shown that a finitely generated branch group has Serre’s prop-erty (FA) if and only ...
We classify all infinite 2-generator groups of nilpotency class two and determine their non-abelian ...
Based among others on examples of W. M. Kantor and A. Lubotzky, L. Pyber has asked whether every fi...
We show that there are uncountably many non-commensurable metabelian pro-p groups of homological typ...
Abstract. We shall determine the title groups G up to isomorphism. This solves the problem Nr.861 fo...
A profinite group G is just infinite if it is infinite and every non- trivial closed normal subgroup...
AbstractIt is shown that there is a hereditarily just infinite group in which all countably based pr...
A pro-p-group G is said to be normally constrained (or, equivalently, of obliquity zero) if every op...
We classify all infinite 2-generator groups of nilpotency class two and determine their non-abelian ...
Berkovich and Janko showed that a p-group not 2-generated and all of whose maximal subgroups are 2-g...
Abstract. It is shown that a finitely generated branch group has Serre’s property (FA) if and only i...
A pro-p-group G is said to be normally constrained (or, equivalently, of obliquity zero) if every op...
AbstractIn this paper I consider the Nottingham group over a finite field of characteristic 2. I obt...
A pro-p-group G is said to be normally constrained (or, equivalently, of obliquity zero) if every op...
For profinite branch groups, we first demonstrate the equivalence of the Bergman property, uncountab...
Abstract. It is shown that a finitely generated branch group has Serre’s prop-erty (FA) if and only ...
We classify all infinite 2-generator groups of nilpotency class two and determine their non-abelian ...
Based among others on examples of W. M. Kantor and A. Lubotzky, L. Pyber has asked whether every fi...
We show that there are uncountably many non-commensurable metabelian pro-p groups of homological typ...
Abstract. We shall determine the title groups G up to isomorphism. This solves the problem Nr.861 fo...
A profinite group G is just infinite if it is infinite and every non- trivial closed normal subgroup...
AbstractIt is shown that there is a hereditarily just infinite group in which all countably based pr...
A pro-p-group G is said to be normally constrained (or, equivalently, of obliquity zero) if every op...
We classify all infinite 2-generator groups of nilpotency class two and determine their non-abelian ...
Berkovich and Janko showed that a p-group not 2-generated and all of whose maximal subgroups are 2-g...
Abstract. It is shown that a finitely generated branch group has Serre’s property (FA) if and only i...
A pro-p-group G is said to be normally constrained (or, equivalently, of obliquity zero) if every op...
AbstractIn this paper I consider the Nottingham group over a finite field of characteristic 2. I obt...
A pro-p-group G is said to be normally constrained (or, equivalently, of obliquity zero) if every op...
For profinite branch groups, we first demonstrate the equivalence of the Bergman property, uncountab...
Abstract. It is shown that a finitely generated branch group has Serre’s prop-erty (FA) if and only ...
We classify all infinite 2-generator groups of nilpotency class two and determine their non-abelian ...