18.725 | Algebraic Geometry

  • Massachusetts Institute of Technology
  • 14 documents

Welcome to your ultimate resource for mastering 18.725 | Algebraic Geometry! Our comprehensive study notes cover key topics such as schemes, varieties, and cohomology, ensuring you grasp the essentials of this intricate subject. The lecture notes meticulously break down course concepts, making it easier for you to digest and comprehend the material. To reinforce your understanding, our assignments challenge you to apply what you've learned, solidifying your knowledge. Plus, our study guides simplify complex topics, providing clarity and focus as you prepare for exams. And don’t worry about getting stuck—our answer keys are included so you can verify your solutions and track your progress. Get ready to elevate your learning experience!

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Lecture 9: Chow’s Lemma, Blowups
Lecture 9: Chow’s Lemma, Blowups
Massachusetts Institute of Technology 18.725 | Algebraic Geometry

Lecture Note

Lecture 19: Smoothness, Canonical Bundles, the Adjunction Formula
Lecture 19: Smoothness, Canonical Bundles, the Adjunction Formula
Massachusetts Institute of Technology 18.725 | Algebraic Geometry

Lecture Note

Lecture 4: Grassmannians, Finite and Affine Morphisms
Lecture 4: Grassmannians, Finite and Affine Morphisms
Massachusetts Institute of Technology 18.725 | Algebraic Geometry

Lecture Note

Lecture 7: Product of Varieties, Separatedness
Lecture 7: Product of Varieties, Separatedness
Massachusetts Institute of Technology 18.725 | Algebraic Geometry

Lecture Note

Lecture 5: More on Finite Morphisms and Irreducible Varieties
Lecture 5: More on Finite Morphisms and Irreducible Varieties
Massachusetts Institute of Technology 18.725 | Algebraic Geometry

Lecture Note

Lecture 2 Notes: Recap of Last Time
Lecture 2 Notes: Recap of Last Time
Massachusetts Institute of Technology 18.725 | Algebraic Geometry

Lecture Note

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