Uniform limits of B1⁎⁎-functions

P. Sworowski; Waldemar Sieg

DOI:10.1016/j.topol.2021.107630
Corpus ID: 233594864

Uniform limits of B1⁎⁎-functions

@article{Sworowski2020UniformLO,
  title={Uniform limits of B1⁎⁎-functions},
  author={Piotr Sworowski and Waldemar Sieg},
  journal={Topology and its Applications},
  year={2020}
}

P. SworowskiWaldemar Sieg
Published 29 May 2020
Mathematics
Topology and its Applications

View PDF on arXiv

References

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A. KechrisA. Louveau
Mathematics
1990

We study in this paper various ordinal ranks of (bounded) Baire class 1 functions and we show their essential equivalence. This leads to a natural classification of the class of bounded Baire class 1…

On chain recurrent sets of typical bounded Baire one functions

A. Alikhani-Koopaei
Mathematics
Topology and its Applications
2019

Darboux Baire-.5 functions

H. Rosen
Mathematics
1990

Let I = [0, 1], and let D denote the points of continuity of a function f: I A. A Darboux function maps each connected set to a connected set. A function is BaireI (Baire.5 ) if prelmages of open…

Baire* 1, Darboux functions

R. J. O'malley
Mathematics
1976

It is well known that a function f: t0, 11 -* R is Baire 1 if and only if in any closed set C there is a point xo at which the restricted function fJ C is continuous. Functions will be called Baire*…