Add to ORKGIn this paper we prove that in modules, MS-measurability (in the sense of Macpherson-Steinhorn) depends on being able to define a measure function on the p.p. definable subgroups. We give a classification of abelian groups in terms of measurability. Finally we discuss the relation with Q[t]-valued measures.
In measure theory we are introduced to the Carathéodory definition of measurability without much mot...
Given a unitary representation U of an Abelian group G and a subgroup H , we characterize the positi...
We present some results about the burgeoning research area concerning set theory of the "kappa-reals...
In this paper we prove that in modules, MS-measurability (in the sense of Macpherson–Steinhorn) depe...
Originally developed [17] as a generalization of dimension and measure on pseudofinite fields, MS-me...
AbstractIt is shown that various kinds of measurability of a multiplier representation of a locally ...
We give examples of (i) a simple theory with a formula (with parameters) which does not fork over th...
We discuss measurability, intended as the fundamental problem of assessing what can be measured. We ...
Abstract. The concept of measurability of real-valued functions with re-spect to various classes of ...
On a Quantitative Measure for Modularity Based on Information Theory
Galileo suggested that what is not measurable be made measurable. It is this principle which undersc...
Given an o-minimal structure M which expands a field, we define, for each positive integer d, a real...
We define the concept of module Connes amenability for dual Banach algebras which are also Banach mo...
Positive motivic measures are counting measures Jordan S. Ellenberg and Michael Larsen A motivic mea...
AbstractBanach showed in 1923 that Lebesgue measure is not the unique rotation invariant finitely ad...
In measure theory we are introduced to the Carathéodory definition of measurability without much mot...
Given a unitary representation U of an Abelian group G and a subgroup H , we characterize the positi...
We present some results about the burgeoning research area concerning set theory of the "kappa-reals...
In this paper we prove that in modules, MS-measurability (in the sense of Macpherson–Steinhorn) depe...
Originally developed [17] as a generalization of dimension and measure on pseudofinite fields, MS-me...
AbstractIt is shown that various kinds of measurability of a multiplier representation of a locally ...
We give examples of (i) a simple theory with a formula (with parameters) which does not fork over th...
We discuss measurability, intended as the fundamental problem of assessing what can be measured. We ...
Abstract. The concept of measurability of real-valued functions with re-spect to various classes of ...
On a Quantitative Measure for Modularity Based on Information Theory
Galileo suggested that what is not measurable be made measurable. It is this principle which undersc...
Given an o-minimal structure M which expands a field, we define, for each positive integer d, a real...
We define the concept of module Connes amenability for dual Banach algebras which are also Banach mo...
Positive motivic measures are counting measures Jordan S. Ellenberg and Michael Larsen A motivic mea...
AbstractBanach showed in 1923 that Lebesgue measure is not the unique rotation invariant finitely ad...
In measure theory we are introduced to the Carathéodory definition of measurability without much mot...
Given a unitary representation U of an Abelian group G and a subgroup H , we characterize the positi...
We present some results about the burgeoning research area concerning set theory of the "kappa-reals...