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The Category of Categories as a Foundation for Mathematics.- Fibred and Cofibred Categories.- Some Aspects of Equational Categories.- Representation in Abelian Categories.- Stable Homotopy.- Splitting Homotopy Idempotents.- Fill-in Theorems.- Coherent Functors.- Epimorphisms and Dominions.- Categories of Mapping Filters.- Correspondences and Exact Squares.- Canonical Categories.- Operational Categories.- Transparent Categories and Categories of Transition Systems.- A Homology Theory for Small Categories.- Acyclic Models and Triples.- Cohomology in Tensored Categories.- Extraordinary Homology and Chain Complexes.- Direct Decomposition of Radicals.- Abelian Extensions and a Cohomology Theory by Harrison.- Quotient Categories of Modules.- Closed Categories.

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