I. Preliminaries II. Abelian modules III. Directly finite modules IV. Central covers and faithful idempotents V. Modules of types I, II, and III VI. Modules of types $\textrm {I}_f$, $\textrm {I}_\infty $, $\textrm {II}_f$, and $\textrm {II}_\infty $ VII. Decomposition into types VIII. Relative dimension: First stage IX. Relative dimension: Second stage X. Ranges of the relative dimension functions XI. Maximal ideals XII. Infinite dimension: First stage XIII. Infinite dimension: Second stage XIV. Conclusion
Bibliography
Includes bibliographical references (pages 110-111) and index
