In this paper, I present and defend an explication of content in terms of the mathematical notion of information. In its most general formulation, the theory says that two states have the same content just in case they carry the same information, relative to a communication network. My account reifies content (it is the discrete counterpart to continuous information) and supports the idea that agents have internal means of comparing the contents of two thoughts. Further, it makes sense to say (...) that agents have communicated successfully when they coordinate on content in this sense; they have transmitted information without loss. (shrink)

Meaning and Argument shifts introductory logic from the traditional emphasis on proofs to the symbolization of arguments. It is an ideal introduction to formal logic, philosophical logic, and philosophy of language. Distinctive approach in that this text is a philosophical, rather than mathematical introduction to logic Concentrates on symbolization and does all the technical logic simply with truth tables and no derivations at all Contains numerous exercises and a corresponding answer key Extensive Appendix which allows the reader to explore subjects (...) that go beyond what is usually covered in an introductory logic course. (shrink)