Title: Gerstenhaber structure and Deligne's conjecture for Loday algebras

Author: Donald Yau

E-mail: dyau@math.ohio-state.edu

Abstract: A method for establishing a Gerstenhaber algebra structure on
the cohomology of Loday-type algebras is presented.  This method is then
applied to dendriform dialgebras and three types of trialgebras
introduced by Loday and Ronco.  Along the way, our results are combined
with a result of McClure-Smith to prove an analogue of Deligne's
conjecture for Loday algebras.