2 problems

Let $m=2t$. The reduced real $J$-theory group of complex projective space is generated by … Here $y_m=r\xi_m({\mathbb C})-2$, where $\xi_m({\mathbb C})$ is the complex Hopf line bu…

Assume that $p$ is an odd prime, let $l\in\mathbb{Z}_p^\times$ be a topological generator, and define $j$ by the fiber sequence … where $\psi^l$ is the $l$-th Adams operation. Let…