Laurent phenomenon algebras (LP algebras) were introduced by Lam as and Pylyavskyy as a generalization of cluster algebras. Graph LP algebras are LP algebras that have an initial seed and exchange relations encoded by a graph. In this talk, we describe a combinatorial procedure for obtaining certain cluster variables as Laurent polynomials in cluster variables from a given seed. This procedure generalizes Schiffler's T-path formula for type A cluster algebras. Speaker(s): Sunita Chepuri (University of Michigan)