1. Develop the connection between my computational theory of analyticity and the a priori and David Hilbert's lesser known philosophical work. Show that it refutes meaning-as-use theories and logical nihilism.
2. Present a radical and systematic critique of 'possible worlds' showing how the use and legitimacy of this concept of modern philosophy (and some fringe theoretical physics) depends on unquestioned dogmas.
3. Paper on computability and determinism.
4. Paper on Galen and Boethius.
5. Important work on genetics, ethics and psychology.
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