Innovations in Incidence Geometry — Algebraic, Topological and Combinatorial

Innovations in Incidence Geometry — Algebraic, Topological and Combinatorial was formerly published (without the subtitle) at Ghent University starting in 2005. It was adopted by MSP in 2018. It publishes high-quality research on all matters relating to incidence geometry, including articles in computational geometry, finite algebraic geometry, finite and combinatorial geometry, Galois geometry, generalized polygons and other rank-2 geometries, geometry of groups, incidence geometric aspects of algebraic combinatorics, projective and affine planes, Tits-buildings and diagram geometries, topological geometry.

Top downloads over the last seven days

Groupes triplement transitifs et généralisationsJacques TitsVolume 16, Number 1 (1983)
50 years of finite geometryJames Hirschfeld, Koen Thas, and Hendrik van MaldeghemVolume 15, Number 1 (2017)
On generalizing generalized polygonsAndrew J. WoldarVolume 10, Number 1 (2009)
A family of 2-arc transitive pentagraphs with unbounded valencyAndries E. Brouwer and Johannes HuizingaVolume 13, Number 1 (2013)
On polar ovals in cyclic projective planesKei Yuen Chan, Hiu Fai Law, and Philip P. W. WongVolume 12, Number 1 (2011)
  • Includes:

    Innovations in Incidence Geometry — Algebraic, Topological and Combinatorial
    Coverage: 2018--
    ISSN: 2640-7337 (print), 2640-7345 (electronic)

    Innovations in Incidence Geometry
    Coverage: 2005-2017
    ISSN: 1781-6475 (electronic)

  • Publisher: MSP
  • Discipline(s): Mathematics
  • Full text available in Euclid: 2005--
  • Access: Articles prior to 2019 are open
  • Euclid URL: https://projecteuclid.org/iig