$\varphi$-Dialgebras and a Class of Matrix ``Coquecigrues''
Printed: Mar 2007
Starting with the Leibniz algebra defined by a $\varphi$-dialgebra, we
construct examples of ``coquecigrues,'' in the sense of Loday, that is to
say, manifolds whose tangent structure at a distinguished point coincides
with that of the Leibniz algebra. We discuss some possible
implications and generalizations of this construction.
Leibniz algebras, dialgebras
14M30 - Supervarieties [See also 32C11, 58A50]