Pages that link to "Item:Q2643559"
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The following pages link to A normal form algorithm for the Brieskorn lattice (Q2643559):
Displaying 14 items.
- Algorithms for checking rational roots of \(b\)-functions and their applications (Q435961) (← links)
- Constructive \(D\)-module theory with \texttt{Singular} (Q541982) (← links)
- On a Hodge theoretic property of the Künneth map in periodic cyclic homology (Q891654) (← links)
- Characteristic classes of complex hypersurfaces (Q1959672) (← links)
- Standard conjecture \(D\) for matrix factorizations (Q2309124) (← links)
- Good bases for tame polynomials (Q2456536) (← links)
- Partial standard bases as a tool for studying families of singularities (Q2643558) (← links)
- Logarithmic comparison theorem versus Gauss–Manin system for isolated singularities (Q3055471) (← links)
- (Q4232482) (← links)
- Brieskorn and the monodromy (Q4558410) (← links)
- On the structure of Brieskorn lattices, II (Q4558418) (← links)
- Très bonnes bases du réseau de Brieskorn d'un polynôme modéré (Q4700601) (← links)
- Non-commutative Hodge structures: Towards matching categorical and geometric examples (Q5420102) (← links)
- Matrix factorizations and higher residue pairings (Q5965068) (← links)