  Field 2008 makes an interesting contribution to axiomatic theorizing about truth, even though most of the positive work in the book consists of model building and is therefore semantics. In particular, Field is interested in producing a theory as close to classical logic as possible, which at the same time retains all T-biconditionals (the conditional itself will be nonclassical) and which at the same time can express, in some sense, the claim that such and such a sentence is defective. Field uses tools from multivalued logic, fixed-point semantics, and revision theory to build models showing, in effect, that a very attractive axiomatic system is consistent. Field’s construction is an intricate interplay between using fixed-point constructions for successively interpreting T, and revision sequences for successively interpreting the nonclassical conditional — the final interpretation being determined by a sort of super-revision-theoretic process.