Category Archives: KT.K-Theory and Homology

Book Review: Weibel's "An Introduction to Homological Algebra"

Let us recall some classic words: Our subject starts with homology, homomorphisms, and tensors. Saunders Mac Lane, in "Homology" And while Mac Lane's "Homology" and its friend by Cartan and Eilenberg are certainly fairly comprehensive sources of homological algebra, viewpoint shifts in the subject have made more recent approaches desirable. Weibel's 'An Introduction to Homological […]