Algebraic Goodwillie spectral sequence

In the 70's S. Priddy observed that the category sL of simplicial restricted Lie algebras shares a lot of common properties and phenomena with the category of (pointed) spaces. He also showed that the algebraic category sL is far more well-behaved. I will review the homotopy theory of sL from the point of view of functor calculus. I will also explain the connection between the category of spaces and its algebraic counterpart due to D. Rector and I. Mor.