There are a few sources mentioned on some questions on this site regarding multivalued logics, but usually they are to original papers, or to texts on fuzzy logic. I have access to some fuzzy logic texts, but even these aren't really "textbooks" in the usual sense, with exercises, and obviously they focus on the infinite-valued cases. Any ideas for ones with exposition aimed at a student (not grad/research student, but one who has had both formal logic and a decent abstract algebra course) and including some basic exercises?
As an example of something I'd like: The appendix to this paper has statements about "normal forms for $k$-valued logical functions" and "Rosser-Turquette", but even this Math.SE question really assumes quite a bit of background and no explicit examples (unsurprising given the audience, of course). At this related MO question a text is mentioned, but I have a feeling this might not be appropriate and don't want to waste time trying for an ILL, since as very much a non-specialist who just happens to feel fuzzy about fuzzy logic, it's hard to assess suitability from abstracts.
