INVESTIGADORES
BARMAK jonathan Ariel
artículos
Título:
Automorphism groups of finite posets
Autor/es:
JONATHAN ARIEL BARMAK; ELIAS GABRIEL MINIAN
Revista:
DISCRETE MATHEMATICS
Referencias:
Año: 2008
ISSN:
0012-365X
Resumen:
For any finite group G, we construct a finite poset (or equivalently, a finite T0-space) X,whose group of automorphisms is isomorphic to G. If the order of the group is n and it has rgenerators, X has n(r+2) points. This construction improves previous results by G. Birkhoffand M.C. Thornton. The relationship between automorphisms and homotopy types is alsoanalyzed.
