The topic encompasses the use of computational methods and computer algebra software to study questions and examples in algebraic geometry, as well as applications of algebraic geometry to understand computational problems, improve computing techniques, and develop new software. For example, areas of interaction between algebraic geometry and computation include secant varieties and tensor decompositions; automorphisms of curves over finite fields; integrable systems; and more. Although these topics would be of interest to many attendees of this special session, we are interested in having broad representation within computational algebraic geometry and welcome any topics within or near that field. We are inviting researchers working in this and other areas to provide a sampling of current areas of interest.