Memoirs of the American Mathematical Society 1995; 53 pp; softcover Volume: 114 ISBN10: 0821826085 ISBN13: 9780821826089 List Price: US$34 Individual Members: US$20.40 Institutional Members: US$27.20 Order Code: MEMO/114/548
 This book examines a topic from the theory of residues and duality. For broad classes of local algebras \(f:R\rightarrow S\) and an \(R\)module \(M\) of zero dimensional support, Huang provides various canonical constructions of an \(S\)module of zero dimensional support. Canonical isomorphisms between the various approaches are given using the residue map. The constructions preserve injective hulls of residue fields. This work should be of considerable interest to people working with residual complexes and duality theory, as well as to those interested in injective modules. Readership Mathematicians working with residual complexes and duality theory, as well as those interested in injective modules. Table of Contents  Introduction
 Generalized fractions on modules with support
 Modules with zero dimensional support
 Pseudofunctors
 Residues for power series rings
 A pseudofunctor on the residually finitely generated category
 Comparison of pseudofunctors
 References
