%0 Book Section
%T Problemas de algebricidad en topología diferencial
publisher Editorial Complutense
%D 1994
%U 84-7491-510-4
%@ https://hdl.handle.net/20.500.14352/60689
%X This is a research survey on results dealing with the following question: Let M be a compact smooth manifold and A a family of geometric objects related to M such that there exists some natural equivalence of the pairs (M,A). Does every equivalence class contain some kind of algebraic representative? The survey deals with the cases A = ∅, presenting the achievements of the work of Seifert-Nash-Tognoli, with vector bundles and with realizations of homology classes. In cases of particular interest the methods of proof are outlined.
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