2 problems

Let $E_2$ denote the Adams $E_2$ page for the sphere, viewed with its algebraic structure, and let its differentials be regarded as derivations. Uniqueness conjecture. The space of…

Let $\ell_2^{S}(i)$ denote the size function for the stable $2$-local homotopy groups of spheres. Isaksen–Wang–Xu's conjecture. There exists a nonzero constant $C$ such that … This…