An internal topological characterization of the subspaces of Eberlein compacta and related compacta -- II

TL;DR

This paper extends classical theorems in topology related to Eberlein compacta, providing new characterizations and partial answers to open questions about their subspaces and related compact spaces.

Contribution

It generalizes key theorems of Michael, Rudin, Preiss, and Simon, offering new insights into the structure of Eberlein compacta and related spaces.

Findings

Generalized classical theorems on Eberlein compacta

Provided partial answers to Arhangel'ski's question

Enhanced understanding of subspace characterizations in compact spaces

Abstract

We generalize a theorem of E. Michael and M. E. Rudin and a theorem of D. Preiss and P. Simon; we give, as well, some partial answers to a recent question of A. V. Arhangel'ski\v{\i}.