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References about the Grothendieck's way of algebraizing the notions of calculus and differential geometryHi everyone, I'm looking for some references about the differential operators on schemes(connection, curvature, etc...). I am reading the EGA IV 16, but EGA does not treats connection, curvature, etc.... Are there any articles/books that deal with the the Grothendieck's way of algebraizing the notions of calculus and differential geometry? Thank you very much!
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