- MONODROMY OF HYPERSURFACE SINGULARITIES MATHIAS SCHULZE
- Publ. RIMS, Kyoto Univ. 4x (200x), 000000
- RESONANCE EQUALS REDUCIBILITY FOR A-HYPERGEOMETRIC SYSTEMS
- FREENESS AND MULTIRESTRICTION OF HYPERPLANE ARRANGEMENTS
- ADJOINT DIVISORS AND FREE DIVISORS DAVID MOND AND MATHIAS SCHULZE
- COMPLEXES, DUALITY AND CHERN CLASSES OF LOGARITHMIC FORMS ALONG HYPERPLANE
- HYPERGEOMETRIC D-MODULES AND TWISTED GAUSSMANIN SYSTEMS
- manuscripta mathematica manuscript No. (will be inserted by the editor)
- A CRITERION FOR THE LOGARITHMIC DIFFERENTIAL OPERATORS TO BE GENERATED BY VECTOR FIELDS
- QUASIHOMOGENEITY OF ISOLATED HYPERSURFACE SINGULARITIES AND LOGARITHMIC COHOMOLOGY
- On the formal structure of logarithmic vector fields Michel Granger and Mathias Schulze
- Good bases for tame polynomials Mathias Schulze 1
- THE DIFFERENTIAL STRUCTURE OF THE BRIESKORN LATTICE
- Article Submitted to Journal of Symbolic Computation E-mail: mschulze@mathematik.uni-kl.de
- Free discriminants in prehomogeneous
- Tame polynomials Brieskorn lattice
- Algorithmic Gauss-Manin system Mathias Schulze
- Logarithmische Ableitungen
- IRREGULARITY OF HYPERGEOMETRIC SYSTEMS VIA SLOPES ALONG COORDINATE SUBSPACES
- Tame polynomials Brieskorn lattice
- Logarithmic Derivations and
- Logarithmic Cohomology and
- COHEN-MACAULAYNESS AND COMPUTATION OF NEWTON GRADED TORIC RINGS
- A normal form algorithm for the Brieskorn lattice
- COMPUTATION OF THE MONODROMY OF AN ISOLATED HYPERSURFACE SINGULARITY
- ALGORITHMS TO COMPUTE THE SINGULARITY SPECTRUM
- Ann. Inst. Fourier, Grenoble Working version February 16, 2009
- Free divisors, adjoint divisors,
- Journal of Lie Theory Volume ?? (??) ????
- LOGARITHMIC COMPARISON THEOREM VERSUS GAUSSMANIN SYSTEM FOR ISOLATED SINGULARITIES
- A solvability criterion for the Lie algebra of derivations of a fat point
- MONODROMIE VON DIFFERENTIALGLEICHUNGSSYSTEMEN
- LOGARITHMIC COMPARISON THEOREM AND EULER HOMOGENEITY FOR FREE DIVISORS
- FREE DIVISORS IN PREHOMOGENEOUS VECTOR SPACES MICHEL GRANGER, DAVID MOND, AND MATHIAS SCHULZE
- LOCAL COHOMOLOGY OF LOGARITHMIC FORMS GRAHAM DENHAM, HAL SCHENCK, MATHIAS SCHULZE, MAX WAKEFIELD,
- Algorithmic Gauss-Manin Connection Algorithms to Compute Hodge-theoretic Invariants
- Outline D-modules Slopes GKZ systems Graded toric ring Results Slopes of hypergeometric D-modules
- Outline D-modules Slopes GKZ systems Graded toric ring Results Irregularity of hypergeometric systems
- Lie-Gruppen Einfuhrung und Grundlagen
- Dual log residues and free CIs
- DUAL LOGARITHMIC RESIDUES AND FREE COMPLETE INTERSECTIONS
- A GEOMETRIC DELETION-RESTRICTION FORMULA1 GRAHAM DENHAM, MEHDI GARROUSIAN, AND MATHIAS SCHULZE2
- Erweiterung des L^e-Saito-Theorems
