There are requests for this topic already, though I am looking for a particular kind of book on the topic. I got part of the way through Trillas' and Eciolaza's book Fuzzy Logic: An Introductory Course for Engineering Students. My issue with this book is I think written in its title; it is written in the style of an Engineering textbook, and not in the style of a Mathematics textbook. Specifically, I find the the order of consequence often vague, using terms without properly defining them and at times find it difficult to interpret a clear definition of other terms.
So I am looking for a book on the matter that is written for mathematicians / logicians, with well-formed definitions, well structured arguments (lemmas with properly articulated axioms) etc.
The book also needs to be available in electronic format and suited to self-study
Any recommendations?
My favorite book on Fuzzy Sets and Fuzzy Logic is the text-book:
George J. Klir and Bo Yuan:
Fuzzy Sets and Fuzzy Logic: Theory and Applications
(1995, Pearson Education)
It is a well-written book and I love it.
Klir & Yuan : Book on Fuzzy Sets and Fuzzy Logic (Pearson, 1995) Since you reminded me of this topic, I plan to read this book again!