Adams operation on a Bott class
= Adams operation on a Bott class
{c}
If $u\in\widetilde K^0(S^{2m})$ is a <Bott element> generator, then
$$
\psi^q(u)=q^m u.
$$
= Adams operation on a Bott class
{c}
If $u\in\widetilde K^0(S^{2m})$ is a <Bott element> generator, then
$$
\psi^q(u)=q^m u.
$$