Add to ORKGCoarse geometry deals with the large-scale geometry of a space as opposed to its small-scale structure. This paper investigates the concept of coarse geometry and specifically studies the coarse geometry of spaces regularly encountered in real analysis. We construct a non-separable space that is coarse equivalent to the separable space L1([a,b],m)
The central idea of coarse geometry is to focus on the properties of metric spaces which survive und...
AbstractThe C0 coarse structure on a metric space is a refinement of the bounded structure and is cl...
AbstractIn this paper, we prove the coarse geometric Novikov conjecture for metric spaces with bound...
Coarse structures are an abstract construction describing the behavior of a space at a large distanc...
Coarse geometry has its roots in an attempt to make progress on the Novikov conjecture. It proved to...
Coarse geometry is the study of the large scale properties of spaces. The interest in large scale pr...
We begin by recalling the notion of a coarse space as defined by John Roe. We show that metrizabilit...
Este trabalho é uma contribuição ao estudo da geometria de larga escala de espaços de Banach e de gr...
FOLLOWING John Roe in his Lectures on Coarse Geometry, we begin by describing the large-scale struct...
Coarse geometry is the study of spaces (particularly metric spaces) from a 'large scale' point of vi...
This is a survey on coarse geometry with an emphasis on coarse homology theories.Comment: 16.p, Invi...
Coarse topology is the study of interesting topological properties of discrete spaces. In this disse...
The topic of the manuscript is coarse geometry, also known as large-scale geometry, which is the stu...
Many results in large scale geometry are proven for a metric space. However, there exists many large...
AbstractRoe [J. Roe, Lectures on Coarse Geometry, University Lecture Series, vol. 31, Amer. Math. So...
The central idea of coarse geometry is to focus on the properties of metric spaces which survive und...
AbstractThe C0 coarse structure on a metric space is a refinement of the bounded structure and is cl...
AbstractIn this paper, we prove the coarse geometric Novikov conjecture for metric spaces with bound...
Coarse structures are an abstract construction describing the behavior of a space at a large distanc...
Coarse geometry has its roots in an attempt to make progress on the Novikov conjecture. It proved to...
Coarse geometry is the study of the large scale properties of spaces. The interest in large scale pr...
We begin by recalling the notion of a coarse space as defined by John Roe. We show that metrizabilit...
Este trabalho é uma contribuição ao estudo da geometria de larga escala de espaços de Banach e de gr...
FOLLOWING John Roe in his Lectures on Coarse Geometry, we begin by describing the large-scale struct...
Coarse geometry is the study of spaces (particularly metric spaces) from a 'large scale' point of vi...
This is a survey on coarse geometry with an emphasis on coarse homology theories.Comment: 16.p, Invi...
Coarse topology is the study of interesting topological properties of discrete spaces. In this disse...
The topic of the manuscript is coarse geometry, also known as large-scale geometry, which is the stu...
Many results in large scale geometry are proven for a metric space. However, there exists many large...
AbstractRoe [J. Roe, Lectures on Coarse Geometry, University Lecture Series, vol. 31, Amer. Math. So...
The central idea of coarse geometry is to focus on the properties of metric spaces which survive und...
AbstractThe C0 coarse structure on a metric space is a refinement of the bounded structure and is cl...
AbstractIn this paper, we prove the coarse geometric Novikov conjecture for metric spaces with bound...