Christian Bopp

Room: 428

Phone: +49681/302-2046

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Research Interests:

  • Syzygies of canonical curves
  • Relative canonical resolutions
  • K3 surfaces
  • experimental methods in algebraic geometry



Macaulay2-Packages  and Scripts:

kGonalNodalCurves.m2 Documentation

This M2 package is part of my Master Thesis. It includes routines for the computation of nodal k-gonal canonical curves and the computation of single Betti numbers

fiveGonalFile.m2 -

M2-script that verifies some of the statements in "Syzygies of 5-gonal Curves".

RelativeCanonicalResolution.m2 Documentation Computation of relative canonical resolution and Eagon-Northcott type complexes.
relativeCanonicalResolutionsAndK3Surfaces.m2 -  
RandomCurvesOverVerySmallFiniteFields.m2 Documentation construction of canonical curves of genus g<=15 over fields of very small characteristic.

Experiments concerning relative canonical resolutions:

The webpage (click here) lists all experimental results concerning the shape of relative canonical resolutions done with the Macaulay2-package "RelativeCanonicalResolution.m2".


  • 12/2017 - 10/2018: Postdoc at the Universität des Saarlandes
  • 05/2013 - 12/2017: Ph.d student at the Universität des Saarlandes
  • 04/2012 - 04/2013: Master student at the Universität des Saarlandes
  • 09/2008 - 04/2012: Bachelor student at the Universität des Saarlandes
© AG Schreyer