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  • MATH 315 | Computational Algebraic Geometry

MATH 315 | Computational Algebraic Geometry

  • Amherst College
  • 2 documents

Explore the fascinating world of MATH 315 | Computational Algebraic Geometry with our comprehensive study notes designed to enhance your learning experience! Delve into key topics such as algebraic varieties, polynomial ideals, and computational methods that form the backbone of this exciting field. Our meticulously crafted lecture notes break down complex course concepts, making them accessible and easy to grasp. To further reinforce your understanding, the included assignments challenge you to apply what you've learned, ensuring you're well-prepared for assessments. Simplifying intricate topics, our study guides serve as essential tools for mastering the material and excelling in exams. Plus, with our answer keys, you can verify your solutions and gain confidence in your skills. Embrace your academic journey with our valuable resources!

Explore all documents for MATH 315 | Computational Algebraic Geometry

Gröbner Bases Tutorial Part I Gröbner Bases and the Geometry of Elimination
Gröbner Bases Tutorial Part I Gröbner Bases and the Geometry of Elimination
Amherst College MATH 315 | Computational Algebraic Geometry

Study Guide

Discreteness of Postcritically Finite Maps in p-Adic Moduli Space
Discreteness of Postcritically Finite Maps in p-Adic Moduli Space
Amherst College MATH 315 | Computational Algebraic Geometry

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