manYPoints - Table of Curves with Many Points. manYPoints aims at providing an open access up-to-date source for information on curves over finite fields with many points. It supersedes the earlier website initiated by Gerard van der Geer and Marcel van der Vlugt. It is supported by the Korteweg-de Vries Instituut, Universiteit van Amsterdam.

References in zbMATH (referenced in 46 articles , 1 standard article )

Showing results 1 to 20 of 46.
Sorted by year (citations)

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  1. Faber, Xander; Grantham, Jon: Binary curves of small fixed genus and gonality with many rational points (2022)
  2. Borges, Herivelto; Coutinho, Mariana: On the zeta function and the automorphism group of the generalized Suzuki curve (2021)
  3. Howe, Everett W.: The maximum number of points on a curve of genus eight over the field of four elements (2021)
  4. Bartoli, Daniele; Giulietti, Massimo; Kawakita, Motoko; Montanucci, Maria: New examples of maximal curves with low genus (2020)
  5. Kudo, Momonari; Harashita, Shushi: Computational approach to enumerate non-hyperelliptic superspecial curves of genus 4 (2020)
  6. Dalla Volta, Francesca; Montanucci, Maria; Zini, Giovanni: On the classification problem for the genera of quotients of the Hermitian curve (2019)
  7. Gekeler, Ernst-Ulrich: Towers of (\mathrmGL(r))-type of modular curves (2019)
  8. Kudo, Momonari: On the existence of superspecial and maximal nonhyperelliptic curves of genera four and five (2019)
  9. Tafazolian, Saeed; Torres, Fernando: On the curve (Y^n= X^\ell(X^m + 1)) over finite fields (2019)
  10. Zagumennov, D. V.; Mkrtichyan, V. V.: On application of algebraic geometry codes of (L)-construction in copy protection (2019)
  11. Borges, Herivelto; Conceição, Ricardo: A new family of Castle and Frobenius nonclassical curves (2018)
  12. Kawakita, Motoko Qiu: Wiman’s and Edge’s sextics attaining Serre’s bound (2018)
  13. Little, John; Schenck, Hal: Codes from surfaces with small Picard number (2018)
  14. Top, Jaap; Verschoor, Carlo: Counting points on the Fricke-Macbeath curve over finite fields (2018)
  15. Howe, Everett W.: Curves of medium genus with many points (2017)
  16. Özbudak, Ferruh; Temür, Burcu Gülmez; Yayla, Oğuz: Further results on fibre products of Kummer covers and curves with many points over finite fields (2016)
  17. van der Geer, Gerard: Counting curves over finite fields (2015)
  18. Özbudak, Ferruh; Gülmez Temür, Burcu: Finite number of fibre products of Kummer covers and curves with many points over finite fields (2014)
  19. Anbar, Nurdagül; Stichtenoth, Henning: Curves of every genus with a prescribed number of rational points (2013)
  20. Beelen, Peter; Ruano, Diego: Bounding the number of points on a curve using a generalization of Weierstrass semigroups (2013)

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