Bott isomorphism
= Bott isomorphism
{c}
Multiplication by the <Bott element> $\beta\in\widetilde K^0(S^2)$ gives the Bott isomorphism
$$
K^i(X)\xrightarrow{\ \cong\ }\widetilde K^i(S^2\wedge X)
\cong K^{i-2}(X).
$$
= Bott periodicity theorem
{c}
{synonym}
= Bott periodicity
{c}
{synonym}