Pages that link to "Item:Q2660306"
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The following pages link to Ranks in the family of hyperelliptic Jacobians of \(y^2=x^5+ax\) (Q2660306):
Displaying 14 items.
- Rank and bias in families of hyperelliptic curves via Nagao's conjecture (Q784295) (← links)
- Units from 5-torsion on the Jacobian of \(y^2=x^5+1/4\) and the conjectures of Stark and Rubin (Q1125404) (← links)
- On the integer points on some special hyper-elliptic curves over a finite field (Q1229741) (← links)
- Ranks of rational points of the Jacobian varieties of hyperelliptic curves (Q1800467) (← links)
- Infinitely many hyperelliptic curves with exactly two rational points (Q1983215) (← links)
- Growth of points on hyperelliptic curves over number fields (Q2155607) (← links)
- Bounds of the rank of the Mordell-Weil group of Jacobians of hyperelliptic curves (Q2199682) (← links)
- The rank of hyperelliptic Jacobians in families of quadratic twists (Q2642780) (← links)
- On the Jacobian of a family of hyperelliptic curves (Q2683729) (← links)
- Characterization of the torsion of the Jacobian of y<sup>2</sup>=x<sup>5</sup>+Ax and some applications (Q3079934) (← links)
- Tuples of hyperelliptic curves y<sup>2</sup>=x<sup>n</sup>+a (Q3092376) (← links)
- On the number of rational squares at fixed distance from a fifth power (Q3414101) (← links)
- The Analytic Rank of a Family of Jacobians of Fermat Curves (Q3603763) (← links)
- Ranks in the family of hyperelliptic Jacobians of y2 = x5 + ax II (Q5863777) (← links)
