Minimal number of points with bad reduction for elliptic curves over P^1

@inproceedings{Sprang2010MinimalNO,
  title={Minimal number of points with bad reduction for elliptic curves over P^1},
  author={Johannes Sprang},
  year={2010}
}
In this work we use elementary methods to discuss the question of the minimal number of points with bad reduction over the projective line for elliptic curves E/k(T) which are non-constant resp. have non-constant j-invariant. 

References

Publications referenced by this paper.
SHOWING 1-6 OF 6 REFERENCES

n’y a pas de variété abélienne sur Z

Jean-Marc Fontaine, Il
  • Invent. Math
  • 1985

Le nombre minimum de fibres singulières d’une courbe stable sur P1

Arnaud Beauville
  • Astérisque
  • 1981