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This lecture covers the theory and applications of projective morphisms, focusing on projective schemes, graded modules, and the concept of projectivity. The instructor explains the properties of projective morphisms and their role in algebraic geometry, emphasizing the importance of projective schemes in various contexts. The lecture also delves into the construction of projective morphisms and their connection to graded modules. Additionally, the instructor discusses the temptation to generalize projective morphisms and highlights cases where generalization may not hold. The lecture concludes with a detailed examination of projective schemes and their applications in algebraic geometry.
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