Abstract: In algebraic geometry, two varieties are said to be birationally equivalent if they have isomorphic open subsets. The Minimal Model Program (MMP) provides us with a systematic approach for obtaining the “minimal” representative/model in the birational equivalence class of an algebraic variety. In one of the previous talks in this seminar series, we saw the MMP for surfaces. In this talk, we will see how we can extend the MMP for surfaces to higher dimensions. If time permits, we can work out an example as well.