On the [p]-series in Brown-Peterson homology
The author makes a detailed study of the coefficients of the multiplication-by-p series [p](X) for the formal group law of Brown- Peterson homology at the prime p. His main result asserts that each coefficient of [p](X) lies in a product of invariant prime ideals in \(BP_*\), the product containing the coefficient \(a_ s\in BP_{2s}\) depending directly on the p-adic expansion of \(s+1\).
formal group law of Brown-Peterson homology
scientific article; zbMATH DE number 4028406