Pages that link to "Item:Q4928325"
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The following pages link to NUMERICAL ALGORITHMS FOR DUAL BASES OF POSITIVE-DIMENSIONAL IDEALS (Q4928325):
Displaying 11 items.
- Numerically deciding the arithmetically Cohen-Macaulayness of a projective scheme (Q492026) (← links)
- Eliminating dual spaces (Q507167) (← links)
- Numerical algorithms for detecting embedded components (Q512360) (← links)
- Algorithms for computing multiplier ideals (Q649844) (← links)
- Relations between roots and coefficients, interpolation and application to system solving (Q697492) (← links)
- An implementation for the algorithm of Janet bases of linear differential ideals in the Maple system (Q705044) (← links)
- Efficient computation of dual space and directional multiplicity of an isolated point (Q1634816) (← links)
- Effective algorithm for computing Noetherian operators of zero-dimensional ideals (Q2100118) (← links)
- Numerical calculation of H-bases for positive dimensional varieties (Q2819611) (← links)
- A note on geometric involutive bases for positive dimensional polynomial ideals and SDP methods (Q2819710) (← links)
- Noetherian operators in Macaulay2 (Q6103180) (← links)