This work is based on the article Analyticity Of Almost Everywhere Differentiable Functions, it will develop a partitioning lemma for superadditive set functions which will lead to a simple alternative proof of Besicovitch’s theorems.Esse trabalho é baseado no artigo Analyticity Of Almost Everywhere Differentiable Functions, nele desenvolveremos um lema de partição para funções superaditivas que permitirá uma demonstração alternativa e simples dos teoremas de Besicovitch
We examine various related instances of automatic properties of functions -- that is, cases where a ...
In [HM] it was shown that if κ is a strong partition cardinal then every function from [κ] κ to [κ] ...
We introduce a new type of functions from a soft set to a soft set and study their properties under ...
As surprising as it may seem, there exist infinitely differentiable functions which are nowhere anal...
In this paper we present a simple general method for demonstrating that in certain function spaces ...
In this paper we present a simple general method for demonstrating that in certain function spaces ...
In this paper, we study continuous functions with no finite or infinite one-sided derivative anywher...
AbstractWe relativize the notion of absolute continuity of functions in Rn, due to Rado, Reichelderf...
A infinitely differentiable function f is is analytic at a point x if its Taylor series at this poin...
Introduction. There has been considerable recent work in constructing bounded analytic functions wit...
We examine various related instances of automatic properties of functions – that is, cases where a w...
We examine various related instances of automatic properties of functions – that is, cases where a w...
The theory of symmetric functions has many applications in the investigation of fixed points, estima...
We construct, using Zahorski's Theorem, two everywhere differentiable real-valued Lipschitz function...
AbstractWe show that Asplund sets are effective tools to study differentiability of Lipschitz functi...
We examine various related instances of automatic properties of functions -- that is, cases where a ...
In [HM] it was shown that if κ is a strong partition cardinal then every function from [κ] κ to [κ] ...
We introduce a new type of functions from a soft set to a soft set and study their properties under ...
As surprising as it may seem, there exist infinitely differentiable functions which are nowhere anal...
In this paper we present a simple general method for demonstrating that in certain function spaces ...
In this paper we present a simple general method for demonstrating that in certain function spaces ...
In this paper, we study continuous functions with no finite or infinite one-sided derivative anywher...
AbstractWe relativize the notion of absolute continuity of functions in Rn, due to Rado, Reichelderf...
A infinitely differentiable function f is is analytic at a point x if its Taylor series at this poin...
Introduction. There has been considerable recent work in constructing bounded analytic functions wit...
We examine various related instances of automatic properties of functions – that is, cases where a w...
We examine various related instances of automatic properties of functions – that is, cases where a w...
The theory of symmetric functions has many applications in the investigation of fixed points, estima...
We construct, using Zahorski's Theorem, two everywhere differentiable real-valued Lipschitz function...
AbstractWe show that Asplund sets are effective tools to study differentiability of Lipschitz functi...
We examine various related instances of automatic properties of functions -- that is, cases where a ...
In [HM] it was shown that if κ is a strong partition cardinal then every function from [κ] κ to [κ] ...
We introduce a new type of functions from a soft set to a soft set and study their properties under ...