On the minimal resolution conjecture for the ideal of general points in P^4

@inproceedings{Obiero2017OnTM,
  title={On the minimal resolution conjecture for the ideal of general points in P^4},
  author={Ben Obiero and Damian Muindi Maingi},
  year={2017}
}
In this paper, we show that the map, H ( P,ΩP4(d+ 2) ) −→ s ⊕ 

References

SHOWING 1-10 OF 12 REFERENCES

The Horace Method for Error-Correcting Codes

Here the so-called Horace method for zero-dimensional schemes to error-correcting codes on complete intersections is applied and sharper estimates on the minimum distance are obtained.

Gale duality and free resolutions of ideals of points

What is the shape of the free resolution of the ideal of a general set of points in P? This question is central to the programme of connecting the geometry of point sets in projective space with the

Generators for the homogeneous ideal of s general points in p3

On the resolution of points in generic position

How to compute the canonical module of a set of points

Suppose K is a computable field and \( {\mathbb X} \subseteq {\mathbb P}_K^n \) is a set of points (i. e., a zero- dimensional, reduced subscheme with K -rational support) given by their coordinates.

The Cohen-Macaulay type of n + 3 points in P, Queen’s

  • Papers in Pure and Appl. Math.,
  • 1989

General Points on a Quadric: Resolution

  • Geometry Seminars,
  • 1998

A fully explicit resolution of the ideal defining N generic points in the plane

  • 1995

The minimal free resolution of the ideal of s general points in P3

  • Amer. Math. Soc.,
  • 1986