Snaith's theorem
= Snaith's theorem
{wiki=Snaith's_theorem}
Snaith's theorem is a result in algebraic topology, particularly in the area of stable homotopy theory. It provides a way to relate different kinds of stable homotopy groups, particularly those associated with certain spectra. Specifically, Snaith's theorem states that for the sphere spectrum \\( S \\), the stable homotopy groups of \\( S \\) can be expressed in terms of the homotopy groups of a loop space.