Fuzzy Algebra has witnessed a rapid growth in the last two or three
decades. However, a very few books exists on the topic. The
interested researchers have no option left than to rely upon the
resources available in the journals only. A systematic
representation of the contents in the form of a book would be a
object of ready reference which can speed up the research
activities in the research community. This book provides an insight
to the fuzzification of some of the relatively newer concepts of
fuzzy algebra such as Gamma-Semigroups, RGamma-Modules,
Tensor-products etc. It further incorporates notions of
localization and primary decomposition in commutative algebra into
fuzzy environment. Text emphasizes connections between algebra and
topology, in the last chapter. Examples are included wherever seen
to be relevant. It is suitable for senior undergraduate students,
graduate students,researchers who deal with subjects of fuzzy
algebra and fuzzy algebraic topology. It requires the reader only
to have a familiarity with the topics developed in Basic
Commutative Algebra.
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