| Title: |
Topologically inseparable functions I: Finitary case |
| Handle URI: |
https://hdl.handle.net/10925/751 |
| Abstract: |
Given a finite set A and a distinguished function f: A → A, we study the set of all functions g: A → A that are continuous for all topologies for which f is continuous. The main result is a characterization of the functions f such that this set is trivial, that is, contains only the constant functions and the iterates of f. |
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Palabras Claves:
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Algebra - Funciones algebraicas |
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Datos de publicación:
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Semigroup Forum, Vol. 66, N°1, 18-42, 2003 |
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Facultad:
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Facultad de Ingeniería |
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Carrera:
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Pedagogía Media en Matemática - Plan Común Ingeniería |
