Quadratic Chabauty and rational points, I: p-adic heights
We give the first explicit examples beyond the Chabauty–Coleman method where Kim’s nonabelian Chabauty program determines the set of rational points of a curve defined over Q or a quadratic number field. We accomplish this by studying the role of p-adic heights in explicit non-Abelian Chabauty.
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| Format: | Journal article |
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Duke University Press
2018
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