The firs t p a r t of the pape r is devoted to topological analogies of some theorems from re a l analysis (Vitali’s covering theorem, Lebesgue theorem o n oute r density, Smital’s lemma). Then we give a topological analogue of a theorem of Ostrowski connected with additive functions. In the la st p a r t we deal w ith Hamel bases, specially w ith Burstin bases. We prove th e ir existence and study topological and measure properties
The theme here is category-measure duality, in the context of a topological group. One can often han...
The theme here is category-measure duality, in the context of a topological group. One can often han...
The theme here is category-measure duality, in the context of a topological group. One can often han...
The purpose of this paper is to give a necessary and sufñcient condition to define a category measur...
In this edition, a set of Supplementary Notes and Remarks has been added at the end, grouped accordi...
This thesis is an attempt to establish an abstract model for Lebesgue measure and Baire category. ...
A point x is a density point of a set A if all of the points except a measure zero set near to x are...
A point x is a density point of a set A if all of the points except a measure zero set near to x are...
A point x is a density point of a set A if all of the points except a measure zero set near to x are...
A point x is a density point of a set A if all of the points except a measure zero set near to x are...
AbstractFor R being a separating algebra of subsets of a set X, E a complete Hausdorff non-Archimede...
Summary. The article contains definition and basic properties of σ-additive, nonnegative measure, wi...
The thesis studies some problems in measure theory. In particular, a possible generalization corres...
The main concern of this paper is to present some improvements to results on the existence or non-ex...
The theme here is category-measure duality, in the context of a topological group. One can often han...
The theme here is category-measure duality, in the context of a topological group. One can often han...
The theme here is category-measure duality, in the context of a topological group. One can often han...
The theme here is category-measure duality, in the context of a topological group. One can often han...
The purpose of this paper is to give a necessary and sufñcient condition to define a category measur...
In this edition, a set of Supplementary Notes and Remarks has been added at the end, grouped accordi...
This thesis is an attempt to establish an abstract model for Lebesgue measure and Baire category. ...
A point x is a density point of a set A if all of the points except a measure zero set near to x are...
A point x is a density point of a set A if all of the points except a measure zero set near to x are...
A point x is a density point of a set A if all of the points except a measure zero set near to x are...
A point x is a density point of a set A if all of the points except a measure zero set near to x are...
AbstractFor R being a separating algebra of subsets of a set X, E a complete Hausdorff non-Archimede...
Summary. The article contains definition and basic properties of σ-additive, nonnegative measure, wi...
The thesis studies some problems in measure theory. In particular, a possible generalization corres...
The main concern of this paper is to present some improvements to results on the existence or non-ex...
The theme here is category-measure duality, in the context of a topological group. One can often han...
The theme here is category-measure duality, in the context of a topological group. One can often han...
The theme here is category-measure duality, in the context of a topological group. One can often han...
The theme here is category-measure duality, in the context of a topological group. One can often han...
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