Hilbert's Tenth Problem and the Inverse Galois Problem
arXiv (Cornell University)(2020)
摘要
Let $L$ be a global field or a function field over a number field. We show that the inverse Galois problems over $L$ is Turing reducible to Hilbert's tenth problem over some subrings $R$ of $L$. In some cases, using results of Dittmann, we can take $R=L$.
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关键词
tenth problem
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