Explicit polynomial representatives of the suspended Hopf map over Z are produced in motivic homotopy theory, from which an explicit rank-2 vector bundle on the Jouanolou device of P^3_Z is derived.
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Exotic Hopf maps, weight shifting and applications to vector bundles
Explicit polynomial representatives of the suspended Hopf map over Z are produced in motivic homotopy theory, from which an explicit rank-2 vector bundle on the Jouanolou device of P^3_Z is derived.