On the average number of rational points on curves of genus 2
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🧮 math.NT
keywords
rationalcurvesgenusnumberpointsaveragecoefficientscomputational
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Based on computational evidence, we formulate a number of conjectures on the distribution of rational points on curves of genus 2 over the rational numbers, in terms of the size of the coefficients of an equation of the form y^2 = f(x) >.
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