We prove that the filling order is quadratic for a large class of solvable groups and asymptotically quadratic for all Q-rank one lattices in semisimple groups of R-rank at least 3. As a byproduct of auxiliary results we give a shorter proof of the theorem on the nondistorsion of horospheres providing also an estimate of a nondistorsion constant
AbstractWe prove that every partially ordered simple group of rank one which is not Riesz embeds int...
We express the connection between the support of some equations and those of generalized series solu...
Abstract. We prove that every partially ordered simple group of rank one which is not Riesz embeds i...
We prove that the filling order is quadratic for a large class of solvable groups and asymptotically...
AbstractWe prove that the filling order is quadratic for a large class of solvable groups and asympt...
We prove that for certain solvable groups and for certain non-uniform irreducible lattices of ℚ-rank...
We give another proof of the quasi-isometric classification theorem of non-uniform lattices in highe...
Abstract. We investigate the rank gradient and growth of torsion in homol-ogy in residually finite g...
We investigate the rank gradient and growth of torsion in homology in residually finite groups. As a...
A filling subgroup of a finitely generated free group F(X) is a subgroup which does not fix a point ...
Let G be a finite group having an order preserving and rank preserving action on a finite ranked pos...
AbstractLet G be a finite group having an order preserving and rank preserving action on a finite ra...
We give a necessary and sufficient condition for a horosphere to be undistorted in an Euclidean buil...
For a binary quadratic form Q , we consider the action of SO Q on a 2-dimensional vector space. This...
We prove that every partially ordered simple group of rank one which is not Riesz embeds in...
AbstractWe prove that every partially ordered simple group of rank one which is not Riesz embeds int...
We express the connection between the support of some equations and those of generalized series solu...
Abstract. We prove that every partially ordered simple group of rank one which is not Riesz embeds i...
We prove that the filling order is quadratic for a large class of solvable groups and asymptotically...
AbstractWe prove that the filling order is quadratic for a large class of solvable groups and asympt...
We prove that for certain solvable groups and for certain non-uniform irreducible lattices of ℚ-rank...
We give another proof of the quasi-isometric classification theorem of non-uniform lattices in highe...
Abstract. We investigate the rank gradient and growth of torsion in homol-ogy in residually finite g...
We investigate the rank gradient and growth of torsion in homology in residually finite groups. As a...
A filling subgroup of a finitely generated free group F(X) is a subgroup which does not fix a point ...
Let G be a finite group having an order preserving and rank preserving action on a finite ranked pos...
AbstractLet G be a finite group having an order preserving and rank preserving action on a finite ra...
We give a necessary and sufficient condition for a horosphere to be undistorted in an Euclidean buil...
For a binary quadratic form Q , we consider the action of SO Q on a 2-dimensional vector space. This...
We prove that every partially ordered simple group of rank one which is not Riesz embeds in...
AbstractWe prove that every partially ordered simple group of rank one which is not Riesz embeds int...
We express the connection between the support of some equations and those of generalized series solu...
Abstract. We prove that every partially ordered simple group of rank one which is not Riesz embeds i...
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