Abstract
A genus one curve defined over which has points over for all primes may not have a rational point. It is natural to study the classes of -extensions over which all such curves obtain a global point. In this article, we show that every such genus one curve with semistable Jacobian has a point defined over a solvable extension of
Citation
Andrew Wiles. Mirela Çiperiani. "Solvable points on genus one curves." Duke Math. J. 142 (3) 381 - 464, 15 April 2008. https://doi.org/10.1215/00127094-2008-010
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