# Questions tagged [elliptic-curves]

An elliptic curve is an algebraic curve of genus one with some additional properties. Questions with this tag will often have the top-level tags nt.number-theory or ag.algebraic-geometry. Note also the tag arithmetic-geometry as well as some related tags such as rational-points, abelian-varieties, heights. Please do not use this tag for questions related to ellipses; instead use conic-sections.

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### Monogenic cubic rings and elliptic curves

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### Rationality of Eisenstein series g2 and g3 for elliptic curves defined over numberfields

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### Diophantine equations $ax^4+by^2=c$ in rational numbers

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### Max order of an isogeny class of rational elliptic curves is 8?

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### How to find a CM point with the image in the elliptic curve under modular parametrization given

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### Non-vanishing Taylor coefficients and Poincaré series

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### One more generator needed for a Z/6 elliptic curve

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### Nice forms for the Weierstrass equation

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### Height of point elliptic curve finite field

**4**

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### Texts on moduli of elliptic curves

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### Is there a non-singular irreducible genus $2$ curve $C/\mathbb{F}_p$ and two $\mathbb{F}_p$-coverings $C \to E$, $C \to E^{(1)}$ of some degree $n$?

**1**

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### Generators of a graded algebra defining bundle over elliptic curve

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### Formal group and formal completion of an elliptic curve

**5**

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### Is there a way to find any non-trivial $\mathbb{F}_p(t)$-point on the given elliptic curve?

**4**

**1**answer