Exercise 111.62.3 (0FWM): Making primes

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Part 9: Miscellany
Chapter 111: Exercises
Section 111.62: Commutative Algebra, Final Exam, Fall 2019
Exercise 111.62.3: Making primes (cite)

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Exercise 111.62.3 (Making primes). Construct infinitely many distinct prime ideals $\mathfrak p \subset \mathbf{C}[x, y]$ such that $V(\mathfrak p)$ contains $(x, y)$ and $(x - 1, y - 1)$ .

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