Pages that link to "Item:Q4318283"

The following pages link to On the Hilbert Function of Determinantal Rings and Their Canonical Module (Q4318283):

Displaying 23 items.

• On the complexity of the generalized MinRank problem (Q390388) (← links)
• Mixed Hilbert coefficients of homogeneous \(d\)-sequences and quadratic sequences (Q1369269) (← links)
• A determinantal formula for the Hilbert series of determinantal rings of one-sided ladder. (Q1398160) (← links)
• The structure of generic subintegrality (Q1901336) (← links)
• Counting of paths and coefficients of the Hilbert polynomial of a determinantal ideal (Q1918545) (← links)
• Oscillating tableaux and nonintersecting lattice paths (Q1923407) (← links)
• Determinantal facet ideals (Q1951492) (← links)
• Gröbner bases and critical values: the asymptotic combinatorics of determinantal systems (Q2132458) (← links)
• Local cohomology of binomial edge ideals and their generic initial ideals (Q2173249) (← links)
• Solving determinantal systems using homotopy techniques (Q2229744) (← links)
• Regularity bound of generalized binomial edge ideal of graphs (Q2285293) (← links)
• Determinantal schemes and pure O-sequences (Q2349931) (← links)
• Blow-up algebras, determinantal ideals, and Dedekind-Mertens-like formulas (Q2363340) (← links)
• The \(h\)-vector of a ladder determinantal ring cogenerated by \(2\times 2\) minors is log-concave (Q2572057) (← links)
• On multiplicities of points on Schubert varieties in Grassmannians. II (Q2574981) (← links)
• Multiplicities of edge subrings (Q2575790) (← links)
• (Q3369810) (← links)
• Hilbert functions of points on Schubert varieties in the symplectic Grassmannian (Q3420326) (← links)
• Monomial and toric ideals associated to Ferrers graphs (Q3617619) (← links)
• Prime splittings of determinantal ideals (Q4567862) (← links)
• Hilbert series of binomial edge ideals (Q4967402) (← links)
• Exact pairs of homogeneous zero divisors (Q5965117) (← links)
• Generalized cut polytopes for binary hierarchical models (Q6192401) (← links)