Topology of the euclidean space and functions of several variables (implicit function theorem), introduction to Fourier analysis, metric spaces and normed spaces. Applications to differential equations, calculus of variations, and others.

Analysis and imitation of the styles of major Latin prose authors from Cato to Tacitus.

Further topics in mathematical logic (e.g., set theory, recursion theory, type theory).

Selected topics in philosophy of language, such as truth, meaning, reference, names, descriptions, demonstratives.

Workshop addresses the dynamics of sexism on personal and institutional levels.

Contact department for description.

Not available at this time

Critical analysis of structure of scientific method and language of science, respective roles of induction and deduction in science, and the status of theoretical terms.

See departmental website for description.

Not available at this time.