etale homotopy type of scheme is rather classical object, see original Artin-Mazur paper or/and Quillen works on Adams conjecture with brilliant lectures of Sullivan "geometric topology" on the same topic, where localization and completion of homotopy type were first described

Étale homotopy type of scheme is rather classical object, see original Artin–Mazur paper or/and Quillen works on Adams conjecture with brilliant lectures of Sullivan "geometric topology" on the same topic, where localization and completion of homotopy type were first described.

etale homotopy type of scheme is rather classical object, see original Artin-Mazur paper or/and Quillen works on Adams conjecture with brilliant lectures of Sullivan <> on the same topic, where localization and completion of homotopy type were first described

etale homotopy type of scheme is rather classical object, see original Artin-Mazur paper or/and Quillen works on Adams conjecture with brilliant lectures of Sullivan "geometric topology" on the same topic, where localization and completion of homotopy type were first described