The "extensions" of rings and modules have yet to be explored in
detailin aresearch monograph. This book presents state of the art
research and also stimulating new and further research. Broken into
three parts, Part I beginswith basic notions, terminology,
definitions and a description of the classes of rings and modules.
Part II considers the transference ofconditions between a base ring
or module and its extensions. And Part III utilizes the concept of
a minimal essental extension with respect to a specific class (a
hull).
Mathematical interdisciplinary applications appear throughout.
Major applications of the ring and module theory to Functional
Analysis, especially "C"*-algebras, appear in Part III, make
thisbook ofinterest toAlgebra and Functional Analysis researchers.
Notes and exercises at the end of every chapter, and open problems
at the end of all three parts, lend this as an ideal textbook
forgraduate or advanced undergradate students."
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