2026-07-072026-07-07http://salesiana.dossiersoluciones.com/handle/123456789/132523This work treats on the question whether a given map f: M -> B of smooth closed manifolds is homotopic to a smooth fiber bundle. We define a first obstruction in H^1(B;Wh(π_1(E))) and, provided that this obstruction vanishes and one additional condition is verified, a second obstruction in Wh(π_1(E)) >. Both elements vanish if the answer to the above question is positive. In the case where B is the 1-sphere and the dimension of M exceeds five, we show that the converse is also true, using a relationship with two obstructions defined by Farrell in this particular situation.Diploma thesis written at the WWU Muenster, Germany, supervised by Wolfgang Lueck. In German, 79 pagesGeometric Topology19J10; 55R15; 57R19text