We study the Baire measurabiiity of functions denned on [formula] which are continuous with respect to the product topology on a power [formula] of Sorgenfrey lines
In this final project we discuss about Baire-1 functions on topological spaces. A real-valued functi...
It follows from the Baire theorem that comeagre sets in complete metric spaces are "topologically la...
AbstractIt is shown that the space C(X) of all continuous real-valued functions with the compact-ope...
summary:We investigate Baire-one functions whose graph is contained in the graph of a usco mapping. ...
summary:We prove that each linearly continuous function $f$ on $\mathbb R^n$ (i.e., each function co...
A function f: R → R is approximately continuous iff it is continuous in the density topology, i.e., ...
Abstract. It is shown that for each k> 1, if f is a Baire one function and f is the product of k ...
A function f:R -> R is approximately continuous iff it is continuous in the density topology, i.e., ...
AbstractWe prove a generalization of Baire's category theorem for chains or iterates of continuous f...
AbstractThis paper continues the investigation begun in [M.R. Burke, Topology Appl. 129 (2003) 29–65...
A wide class of problems in mathematical analysis can be described as searching for properties P suc...
Let φ: X → Y be an affine continuous surjection between compact convex sets. Suppose that the canoni...
We prove that if X is a paracompact connected space and Z = ∏s∈S Zs is a product of a family of equi...
This paper continues the investigation begun in [M.R. Burke, Topology Appl. 129 (2003) 29-65] into t...
In this thesis we give an exposition of the notion of category and the Baire category theorem as a s...
In this final project we discuss about Baire-1 functions on topological spaces. A real-valued functi...
It follows from the Baire theorem that comeagre sets in complete metric spaces are "topologically la...
AbstractIt is shown that the space C(X) of all continuous real-valued functions with the compact-ope...
summary:We investigate Baire-one functions whose graph is contained in the graph of a usco mapping. ...
summary:We prove that each linearly continuous function $f$ on $\mathbb R^n$ (i.e., each function co...
A function f: R → R is approximately continuous iff it is continuous in the density topology, i.e., ...
Abstract. It is shown that for each k> 1, if f is a Baire one function and f is the product of k ...
A function f:R -> R is approximately continuous iff it is continuous in the density topology, i.e., ...
AbstractWe prove a generalization of Baire's category theorem for chains or iterates of continuous f...
AbstractThis paper continues the investigation begun in [M.R. Burke, Topology Appl. 129 (2003) 29–65...
A wide class of problems in mathematical analysis can be described as searching for properties P suc...
Let φ: X → Y be an affine continuous surjection between compact convex sets. Suppose that the canoni...
We prove that if X is a paracompact connected space and Z = ∏s∈S Zs is a product of a family of equi...
This paper continues the investigation begun in [M.R. Burke, Topology Appl. 129 (2003) 29-65] into t...
In this thesis we give an exposition of the notion of category and the Baire category theorem as a s...
In this final project we discuss about Baire-1 functions on topological spaces. A real-valued functi...
It follows from the Baire theorem that comeagre sets in complete metric spaces are "topologically la...
AbstractIt is shown that the space C(X) of all continuous real-valued functions with the compact-ope...
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