Abstract
Let p be an odd prime. We show that when n ≥ 3 , each tensor factor E ⊗ Γ of H ∗ ( Z , n ; Z p ) is an A ∞ -bialgebra with non-trivial structure. We give explicit formulas for the structure maps and the relations among them. Thus E ⊗ Γ is a naturally occurring A ∞ -bialgebra.
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