CRtwo.abstract
Nishida Relations in Bordism and Homology
Terrence Bisson and Andr\'e Joyal
(June 1995. To Appear, C.R.Math.Rep.Acad.Sci.Canada)
This is the second of a series of Compte Rendus. In the first [1]
we have presented a theory of Dyer-Lashof operations in
unoriented bordism. Here we shall discuss the (Nishida) relations
between Dyer-Lashof and Landweber-Novikov operations.
They are used to represent the algebra $N_*\Sigma$ of
covering manifolds in terms of their homology characteristic numbers.
The proofs are based on the properties of the covering
space operations and the notions of $D$-ring and $Q$-ring
introduced in [1].