The C_p-equivariant dual Steenrod algebra for odd prime p

Non-equivariantly, the dual Steenrod algebra spectrum is a wedge of suspensions of HZ/p. I will talk about the computation of the equivariant dual Steenrod algebra for G = C_p, the cyclic group of order p. It turns out that when p is odd, the dual Steenrod algebra spectrum is a wedge of suspensions of HZ/p and another spectrum, which we call HT. I will take about how to obtain the generators of these summands. This is joint work with Po Hu, Igor Kriz, and Petr Somberg.