A note on the Eisenbud–Mazur conjecture
Journal of Pure and Applied Algebra(2015)
摘要
The Eisenbud–Mazur conjecture states that given an equicharacteristic zero, regular local ring (R,m) and a prime ideal P⊂R, we have that P(2)⊆mP. In this paper, we computationally prove that the conjecture holds in the special case of certain prime ideals in formal power series rings.
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关键词
conjecture,eisenbud-mazur
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