Pages that link to "Item:Q579329"
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The following pages link to A criterion for detecting m-regularity (Q579329):
Displaying 28 items.
- The (ir)regularity of Tor and Ext (Q5020664) (← links)
- Stanley-Reisner Rings (Q5051883) (← links)
- The canonical ring of a stacky curve (Q5097131) (← links)
- (Q5205507) (← links)
- Stability of associated forms (Q5227548) (← links)
- Grothendieck–Plücker Images of Hilbert Schemes are Degenerate (Q5228201) (← links)
- Partial regularities and a*-invariants of Borel type ideals (Q5251104) (← links)
- Strong Nœther Position and Stabilized Regularities (Q5305989) (← links)
- Efficient computation of Castelnuovo-Mumford regularity (Q5389451) (← links)
- The Limiting Shape of the Generic Initial System of a Complete Intersection (Q5412074) (← links)
- A Stable Property of Borel Type Ideals (Q5456516) (← links)
- Rational Curves of Degree 10 on a General Quintic Threefold (Q5466660) (← links)
- The Locus of Points of the Hilbert Scheme with Bounded Regularity (Q5500719) (← links)
- Macaulay-like marked bases (Q5739070) (← links)
- Generic Initial Ideals of Arithmetically Cohen–Macaulay Projective Subschemes (Q5756481) (← links)
- Gröbner Bases of Simplicial Toric Ideals (Q5851034) (← links)
- Axial constants and sectional regularity of homogeneous ideals (Q5878552) (← links)
- Some homological properties of Borel type ideals (Q5882786) (← links)
- Cutting corners (Q5916326) (← links)
- The regularity of a toric variety (Q5936944) (← links)
- Computing the Castelnuovo-Mumford regularity of some subschemes of \(\mathbb{P}_K^n\) using quotients of monomial ideals (Q5951555) (← links)
- Resultant over the residual of a complete intersection. (Q5951556) (← links)
- Freiman Borel-type ideals (Q6084806) (← links)
- Shift modules, strongly stable ideals, and their dualities (Q6112902) (← links)
- Syzygies over a polynomial ring (Q6119680) (← links)
- Mixed subdivisions suitable for the greedy Canny-Emiris formula (Q6612092) (← links)
- The complexity of algebraic algorithms for LWE (Q6637336) (← links)
- msolve. A library for solving polynomial systems (Q6666519) (← links)