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Based on results by S.K. Roushon (math.KT/0408243 and math.KT/0405211) thisthesis summarizes in an axiomatic way when a Meta-Isomorphism-Conjecture in thesense of Lueck and Reich (math.KT/0402405) is true for fundamental groups of3-dimensional manifolds. In particular we prove that the fibered Farrell-Jonesisomorphism conjectures for L-theory and algebraic K-theory are true for thisclass of groups if they are true for semidirect products of $\mathbb{Z^2}$ with$\mathbb{Z}$.

Isomorphismusvermutungen und 3-Mannigfaltigkeiten