All Congruent Numbers Less than 2000.
Gerhard Kramarz (1985/86)
Mathematische Annalen
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Displaying similar documents to “On the method of Coleman and Chabauty.”
All Congruent Numbers Less than 2000.
The degree of rational cuspidal curves.
Fumio Sakai, Takashi Matsuoka (1989)
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Footnotes to a Paper of Beniamino Segre. The Number of g1d's on a General d-Gonal Curve, and the Unirationality of the Hurwitz Spaces of 4-Gonal and 5-Gonal Curves.
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On space curves with good cohomological properties.
Gunnar Floystad (1991)
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The arithmetic of Fermat curves.
William G. McCallum (1992)
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On Petri's Analysis of the Linear System of Quadrics through a Canonical Curve.
B. Saint-Donat (1973)
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Postulation of Canonical Curves in IP3.
Mei-Chu Chang (1986)
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An application of Kronecker' s theorem to rational functions.
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Cuspidal Projections of Space Curves.
Ragni Piene (1981)
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On the group of Points G .... on a sextic curve with five double points
Cayley (1875)
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Weierstrass Points of the Universal Curve.
R.F. Lax (1975)
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An Example Concerning Rational Convexity.
G. STOLZENBERG (1962)
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Rational Bézier curves with infinitely many integral points
Petroula Dospra (2023)
Archivum Mathematicum
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In this paper we consider rational Bézier curves with control points having rational coordinates and rational weights, and we give necessary and sufficient conditions for such a curve to have infinitely many points with integer coefficients. Furthermore, we give algorithms for the construction of these curves and the computation of theirs points with integer coefficients.