Bundle functors on all foliated manifold morphisms have locally finite order
Volume 93 / 2008
Annales Polonici Mathematici 93 (2008), 69-74
MSC: 58A05, 58A20, 58A32.
DOI: 10.4064/ap93-1-5
Abstract
We prove that any bundle functor $F:{\mathcal F} ol\to {\mathcal F}{\mathcal M}$ on the category ${\mathcal F} ol$ of all foliated manifolds without singularities and all leaf respecting maps is of locally finite order.
