Definition 111.2.8. A module M over R is said to be of finite presentation over R if it is isomorphic to the cokernel of a map of finite free modules R^{\oplus n} \to R^{\oplus m}.
Definition 111.2.8. A module M over R is said to be of finite presentation over R if it is isomorphic to the cokernel of a map of finite free modules R^{\oplus n} \to R^{\oplus m}.
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