Singularities and Computer Algebra

Wolfram Decker is a professor in the Department of Mathematics at the TU Kaiserslautern, Germany.Gerhard Pfister is a professor in the Department of Mathematics at the TU Kaiserslautern, Germany.Mathias Schulze is a professor in the Department of Mathematics at the TU Kaiserslautern, Germany.

Gert-Martin Greuels work, Duco van Straten.- Divisor class groups of affine complete intersections, Helmut Hamm.- Rational plane quartics and K3 surfaces, Viktor Kulikov.- Remarks on the LGreuel formula for the Milnor number, Jos Seade.- Bi-Lipschitz regular complex space are regular, L Dng Trng.- Enumeration of real algebraic curves, Eugenii Shustin.- A real analytic cell complex for the braid group, Norbert ACampo.- Old and new regarding the SeibergWitten invariant conjecture, Andras Nemethi.- Multiplication by f in the Jacobian algebra as bindings in the spectrum of a hypersurface with an isolated singularity, Xavier Gomez-Mont.- Marked singularities, their moduli spaces, and atlases of stokes data, Claus Hertling.- Depth and regularity of powers of sums of ideals, Ng Vit Trung.- Deforming non-normal isolated surface singularities, Jan Stevens.- Vanishing topology of CohenMacaulay codimension2 3-folds, Anne Frhbis-Krger.- Equisingular moduli of rational surface singularities, Jonathan Wahl.- Algebraic bubbling for vector bundles on surfaces, Gnter Trautmann.- Recombination formulas for the spectrum of plane curve singularities, Dmitry Kerner.- Minors and categorical resolutions, Yuri Drozd.- Resolutions of cubical varieties, Joseph Steenbrink.- Hypersurfaces with 1-dimensional singularities, Dirk Siersma.- Higher order Euler characteristics, their generalizations and generating series, Sabir Gusein-Zade.- Torsion free sheaves on degenerate elliptic curves and the classical YangBaxter equation, Igor Burban.- Normal lattice polytopes, Winfried Bruns.- Mbius strips, knots, pentagons, polyhedra and the SURFER, Stephan Klaus.- Computational D-module theory and singularities, Viktor Levandovskyy.- Orbifold zeta functions for dual invertible polynomials, Wolfgang Ebeling.- Polarity maps, singular subschemes, and applications, Antonio Campillo.- Parallelisation in Singular, Hans Schnemann.- Milnor number, discriminant and unfolding of isolated singularities in positive characteristic, Duc Nguyen.