This book is an introduction to the theory of associative rings and their modules, designed
primarily for graduate students. The standard topics on the structure of rings are covered, with …

… of lecture notes is focused on the noncommutative aspects of the study of rings and modules.
… We will show in Proposition 1.2.8 that rings of the form End (A) are the generic rings, in the …

… of modules and rings? The answer is simple: I did not learn about it until it was too late! My
writing project in ring … My original plan was to write up my lectures and publish them as a …

… volume to Lectures, this work covers the same mathematical material as its parent work;
namely, the part of ring theory that makes substantial use of the notion of modules. The two …

… that rings are associative with 1 and that modules are unital. In particular, there are no universal
assumptions such as "all rings are … Most modules in this book are right modules, and so …

… For example, we have made no attempt to cover such subjects as homology, rings of
quotients, or commutative ring theory. This book has evolved from our lectures and research over …

… modules, such as free, projective, injective, and flat modules. We also study hereditary and
… rings. Finally we consider the Herstein-Small rings, which provide an example of rings which …

These Lectures were written for beginning graduate students, and for that reason are self-contained
except for one or two of the chapters at the very end. The main part of the Lectures …

… of modules and rings? The answer is simple: I did not learn about it until it was too late! My
writing project in ring … My original plan was to write up my lectures and publish them as a …

VI of Oregon lectures in 1962, Bass gave simplified proofs of a number of" Morita Theorems",
incorporating ideas of Chase and Schanuel. One of the Morita theorems characterizes …