arXiv subjects
Publications and source records attributed to L. V. Genze.
The paper considers the spaces $B_p[1, α]$ of all Baire functions $x\colon [1,α]\to \mathbb{R}$, defined on segments of ordinals $[1,α]$ and endowed with the topology of pointwise convergence. A complete topological classification of these spaces is given
We conclude the classification of spaces of continuous functions on ordinals carried out by R. Gorak. This gives a complete topological classification of the spaces $C_p([0,α])$ of all continuous real-valued functions on compact segments of ordinals endowed with the topology of pointwise convergence. Moreover, this topological classification of the spaces $C_p([0,α])$ completely coincides with their uniform classification.