Variants of the Brocard-Ramanujan equation

@inproceedings{Kihel2008VariantsOT,
  title={Variants of the Brocard-Ramanujan equation},
  author={Omar Kihel and Florian Luca},
  year={2008}
}
Dans cet article, nous etudions quelques variations sur l'equation diophantienne de Brocard-Ramanujan. 
View PDF

Citations

Publications citing this paper.

Some observations on the diophantine equation $y^2=x!+A$ and related results

VIEW 3 EXCERPTS
CITES BACKGROUND & METHODS
HIGHLY INFLUENCED

References

Publications referenced by this paper.
SHOWING 1-10 OF 16 REFERENCES

On the equation P(x) = n! and a question of Erdős

VIEW 3 EXCERPTS
HIGHLY INFLUENTIAL

On polynomial-factorial diophantine equations

VIEW 1 EXCERPT

The Diophantine equation P(x) = n! and a result of M. Overholt

VIEW 1 EXCERPT

On the Brocard–Ramanujan Diophantine Equation n! + 1 = m2

On the diophantine equation n! + A = y2

  • A. Dabrowski
  • Nieuw Arch. Wisk. 14
  • 1996
VIEW 1 EXCERPT

The Diophantine Equation n! + 1 = m2

VIEW 1 EXCERPT

The large sieve

VIEW 1 EXCERPT

The next to last case of a factorial diophantine equation

VIEW 1 EXCERPT

Collected papers

  • S. Ramanujan
  • New York
  • 1962
VIEW 1 EXCERPT

Über diophantische Gleichungen der Form : n!= xp+yp und n!±m!=xp

VIEW 1 EXCERPT