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Original Articles

The Generic Special Scroll of Genus g in PN: Special Scrolls in P3

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Pages 4483-4493 | Received 20 May 2010, Published online: 10 Oct 2012

REFERENCES

  • Arrondo , E. , Pedreira , M. , Sols , I. ( 1988–89 ). On Regular and Stable Ruled Surfaces in P 3. Algebraic Curves and Projective Geometry. Proceedings, Trento. Lecture Notes in Mathematics, Vol. 1389, pp. 1–15.
  • Edge , W. L. ( 1931 ). The Theory of Ruled Surfaces . Cambridge : Cambridge University Press, ix +324 pp .
  • Fuentes García , L. , Pedreira , M. ( 2005 ). The projective theory of ruled surfaces . Note Mat. 24 : 25 – 63 .
  • Fuentes García , L. , Pedreira , M. ( 2005 ). Canonical geometrically ruled surfaces . Math. Nachr. 278 : 240 – 257 .
  • Ghione , F. ( 1981 ). Quelques rèsultats de Corrado Segre sur les surfaces réglées . Math. Ann. 255 : 77 – 95 .
  • Giraldo , L. , Sols , I. ( 1998 ). The irregularity of ruled surfaces in P 3 . Collect. Math. 49 ( 2–3 ): 325 – 334 .
  • Hartshorne , R. ( 1977 ). Algebraic Geometry . GTM , 52. New York-Heidelberg : Springer–Verlag, xvi +496 pp. ISBN: 0-387-90244-9 .
  • Pedreira , M. ( 1989 ). On regular ruled surfaces in P 3 . Arch. Math. 53 : 306 – 312 .
  • Segre , C. ( 1889 ). Recherches générales sur les courbes et les surfaces réglées algébriques II . Math. Ann. 34 : 1 – 25 .
  • Communicated by L. Ein.

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