Course : Mathematical Economics

We have been occupied with issues involving the uniform convergence of uniformly Lipschitz functions, and the uniform convergence of the self-composition of a contraction inside a bounded and complete metric space (are those two issues somehow related?).

We have begun studying the framework for applications of the BFPT, derived the useful Blackwell's Lemma, and begun the application concerning the uniqueness of the solution to the Bellman equation.

You can find notes for the above here, here (the construction is more effecient compared to the classwork presentation due to the remark c in the notes) and here.