Newbetuts

How to show that $ \int_0^\infty \frac{1}{\sqrt {t(t^2+21t+112)}} dt=\frac{1}{4\pi\sqrt {7}}\Gamma(\frac{1}{7})\Gamma(\frac{2}{7})\Gamma(\frac{4}{7})$

2-Torsion Group Scheme

Why aren't all isogenies over finite fields isomorphisms?

Is there a relationship between points on 2 different elliptic curves that share zeros?

Is $x+x^{2^t}$ a cube in the finite fields with characteristic 2?

J-invariant and isomorphism of elliptic curves over $\mathbb{Q}$

What exactly does it mean by pencil in this context?

Integer solutions for $x^3+2=y^2$?

Translation of Loic Merel's Paper on Bounds for Elliptic Curves

The Moduli Stack of Elliptic curves - What is it?

Do schemes help us understand elliptic curves?

Why 1728 in $j$-invariant?

Is the real locus of an elliptic curve the intersection of a torus with a plane?

References for elliptic curves

Exploiting a Diophantine approximation of $\pi^4$ into giving a series of rationals for $\pi^4$

New posts in elliptic-curves

rational number solutions to $\frac{a}{a^2+1} + \frac{b}{b^2+1} = \frac{c}{c^2+1}$ with $abc\ne 0$

What does the Tate module of an elliptic curve tell us?

Definition and example of "order of a function at a point of a curve"

What are formal symbols at the definition of a divisor of an elliptic curve

Dense rational points of an elliptic curve

How to show that $ \int_0^\infty \frac{1}{\sqrt {t(t^2+21t+112)}} dt=\frac{1}{4\pi\sqrt {7}}\Gamma(\frac{1}{7})\Gamma(\frac{2}{7})\Gamma(\frac{4}{7})$

2-Torsion Group Scheme

Why aren't all isogenies over finite fields isomorphisms?

Is there a relationship between points on 2 different elliptic curves that share zeros?

Is $x+x^{2^t}$ a cube in the finite fields with characteristic 2?

J-invariant and isomorphism of elliptic curves over $\mathbb{Q}$

What exactly does it mean by pencil in this context?

Integer solutions for $x^3+2=y^2$?

Translation of Loic Merel's Paper on Bounds for Elliptic Curves

The Moduli Stack of Elliptic curves - What is it?

Do schemes help us understand elliptic curves?

Why 1728 in $j$-invariant?

Is the real locus of an elliptic curve the intersection of a torus with a plane?

References for elliptic curves

Exploiting a Diophantine approximation of $\pi^4$ into giving a series of rationals for $\pi^4$