3 problems

Let $A$ be a compact abelian Lie group, let $B$ be a subgroup of $A$, let $E$ be a Landweber exact spectrum, and let $\Phi^B$ denote geometric fixed points. For an $A$-space or $A$…

Let $E$ be a Landweber exact spectrum, and let $\mathbf{MU}$ denote the global equivariant analogue of complex cobordism. A global version of May's functor would assign to $E$ the…

Let $E$) be a Landweber exact spectrum, let $A$ be a compact abelian Lie group, and let $MU_A$ denote equivariant complex cobordism for $A$. The relative smash product…