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27 de julio de 2024
On universal composition of maps.
| Título inglés | On universal composition of maps. |
|---|---|
| Título español | Sobre la composición universal de aplicaciones. |
| Autor/es | Cerin, Zvonko |
| Organización | Dep. Math. Univ. Zagreb, Zagreb, Croacia |
| Revista | 0214-1493 |
| Publicación | 1991, 35 (2): 363-374, 10 Ref. |
| Tipo de documento | articulo |
| Idioma | Inglés |
| Resumen inglés | In this paper we shall introduce notions of F-universality and F-e-universality for maps between compact Hausdorff spaces and explore the behaviour of these properties under the operation of composition of maps. We consider both the quest for conditions on maps f and g which would imply that their composition g o f is either F-universal or F-e-universal and the quest for consequences on f and g when the composition g o f is either F-universal or F-e-universal. In our approach F is an arbitrary class of maps. For a special choice of F, the notion of F-universality reduces to Holsztysnki's notion of universality while F-e-universality reduces to Sanjurjo's notion of proximate universality. |
| Código MathReviews | MR1201562 |
 Acceso al artículo completo |
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