  In this paper we will study deformations of A-infinity algebras. We will also
answer questions relating to Moore algebras which are one of the simplest
nontrivial examples of an A-infinity algebra. We will compute the Hochschild
cohomology of odd Moore algebras and classify them up to a unital weak
equivalence. We will construct miniversal deformations of particular Moore
algebras and relate them to the universal odd and even Moore algebras. Finally
we will conclude with an investigation of formal one-parameter deformations of
an A-infinity algebra.
