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• # Artykuł - szczegóły

## Colloquium Mathematicum

2015 | 141 | 1 | 13-24

## The quasi Isbell topology on function spaces

EN

### Abstrakty

EN
In this paper, on the family 𝓞(Y) of all open subsets of a space Y we define the so called quasi Scott topology, denoted by $τ_{qSc}$. This topology defines in a standard way, on the set C(Y,Z) of all continuous maps of the space Y to a space Z, a topology $t_{qIs}$ called the quasi Isbell topology. The latter topology is always larger than or equal to the Isbell topology, and smaller than or equal to the strong Isbell topology. Results and problems concerning the topology $t_{qIs}$ are given.

13-24

wydano
2015

### Twórcy

autor
• Department of Mathematics, University of Patras, 265 04 Patras, Greece
autor
• Department of Accounting and Finance, Technological Educational Institute, of Western Greece, 302 00 Messolonghi, Greece
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