Let i be an ideal of a polynomial ring s kt over an
Question: Let I be an ideal of a polynomial ring S = K[t] over an algebraically closed field K and let p1,..., ps be the minimal primes of I. Prove that Y is an irreducible component of V (I) if and only if Y = V (pi) for some I.
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question let i be an ideal of a polynomial ring s kt over an algebraically closed field k and let p1 ps be the
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