Theodore A. Slaman (University of California Berkeley): Recursion Theory and Diophantine Approximation
Recursion Theory deals with the definability of sets, especially sets of natural numbers or equivalently real numbers. Diophantine Approximation deals with the approximation of real numbers by rational numbers, which can be viewed as a number theoretic form of definability. We will discuss connections between these areas.
The conference will bring together economists and philosophers to discuss normative issues at the boundary of the two disciplines. Presentations and discussions will be of broad interest to scholars in the social sciences and the humanities. We invite faculty members and graduate students with research interests in this area, as well as undergraduates and other interested scholars, to join us. For more information visit www.hbs.edu/faculty/conferences/2016-newe
For those who are unfamiliar with the series, we in the Philosophy Department host an informal open-mic night: people sign up for slots during which they can read their own poetry or any other poetry that they really enjoy (or, really, anything creative). The basic idea is to get together to affirm our collective humanity through worship of the expressive possibilities of the English language.