Groups with a polynomial dimension growth
Alexander Dranishnikov
math.MGarXiv:math/0405239
Abstract
We show that finitely generated groups with a polynomial dimension growth have Yu's property A and give an example of such groups.
Create a lesson
Related papers
On the geometry of real polynomials of the 7-th degree with simple complex critical points
Elizaveta Khokhlova, Yury Kochetkov
Uniqueness of the hexagonal lattice's universal optimality
Markus Faulhuber, Philipp Petersen
Hadamard configurations and sharp cubic-period bounds for stealth in dimensions 10, 11, and 12
Josiah Park
Scaling Limits and Fractal Dimensions of ω-Substitution Graph Systems
Qingcheng Zeng, Yumei Xue, Cheng Zeng
Filling Lipschitz spheres in metric spaces
Noa Vikman, Stefan Wenger
Logarithmically Slim Polygons
Panagiotis Tselekidis