- The footprint bound🔍
- n applications of the footprint bound 🔍
- arXiv:1909.06613v1 [math.AC] 14 Sep 2019🔍
- Vanishing Ideals of Projective Spaces over Finite Fields and a ...🔍
- Footprint Reading Library 1🔍
- Applications of the Footprint and the Feng|Rao Bounds🔍
- Estimation of generalized Hamming weights🔍
- Vanishing ideals of projective spaces over finite fields ...🔍
The footprint bound
The footprint bound - Anurag's Math Blog - WordPress.com
Studying the set of common zeros of systems of polynomial equations is a fundamental problem in algebra and geometry.
n applications of the footprint bound (n ≥ 3)
ILLUSTRATED WITH EXAMPLES OF POLYNOMIAL. CODES. Olav Geil, Aalborg University, Denmark n applications of the footprint bound (n ≥ 3). Page 3. The tool. X = (X1, ...
arXiv:1909.06613v1 [math.AC] 14 Sep 2019
When given information on the leading monomial with respect to a fixed mono- mial ordering, the footprint bound [8, 5] provides us with an upper ...
Vanishing Ideals of Projective Spaces over Finite Fields and a ...
We shall refer to (4) as the affine Fq-footprint bound. Some early references for footprint bounds such as these, and especially their ...
Footprint Reading Library 1: Collection (Bound Anthology), 1st Edition
Footprint Reading Library 1: Collection (Bound Anthology) | 1st Edition. Heinle. Product cover for Footprint Reading Library 1: Collection (Bound Anthology) ...
Footprint Reading Library 1: Collection (Bound Anthology ... - eBay
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Applications of the Footprint and the Feng-Rao Bounds
Applications of the Footprint and the Feng-Rao Bounds.
Vanishing Ideals of Projective Spaces over Finite Fields and a ...
Further we give a projective analogue for the so-called footprint bound, and a version of it that is suitable for estimating the number of ...
Estimation of generalized Hamming weights
Two applications of the footprint (or ∆-set) bound. Estimation of generalized Hamming weights. Olav Geil, Aalborg University. Based on joint works with T ...
(PDF) Vanishing Ideals of Projective Spaces over Finite Fields and a ...
... refer. to (2) as the footprint bound. A proof of (2), can be found, e.g., in [1, Thm. 8.32]. In case a Gr¨obner basis of Ja, say {f1,...,fs}, can be ...
Vanishing ideals of projective spaces over finite fields ... - NASA ADS
... the footprint bound, and a version of it that is suitable for estimating the number of points of a projective algebraic variety over a finite field. An ...
The footprint, and other stories 1908 [Leather Bound] by Gouverneur ...
Read reviews from the world's largest community for readers. Leather Binding on Spine and Corners with Golden Leaf Printing on round Spine (extra customiza…
Footprint Reading Library 7: Collection (Bound Anthology), 1st Edition
Footprint Reading Library 7: Collection (Bound Anthology) | 1st Edition. Heinle. Product cover for Footprint Reading Library 7: Collection (Bound Anthology) ...
Estimation of generalized Hamming weights
The footprint bound. Definition 1 Let ≺ be a monomial ordering on. M(X1,...,Xm) and k a field. Given an ideal. I ⊆ k[X1,...,Xm] the set. ∆≺(I) = {M ∈ M(X1 ...
The footprint of antibody bound to pig cells - ScienceDirect.com
Binding of anti-Galα1-3Gal antibodies to endothelial cell surfaces significantly diminished labeling of fibronectin and the integrin β1 subunit by galactose ...
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The footprint, and other stories 1970 [Leather Bound]. Free shipping; Free Holiday returns until Jan 31. Image 1 of The footprint, and other stories 1970 ...
[1712.00387] Footprint and minimum distance functions - arXiv
For a graded ideal of dimension \geq 1, whose initial ideal is a complete intersection, we give an exact sharp lower bound for the corresponding ...
The footprint of antibody bound to pig cells - PubMed
Binding of anti-Gal(alpha)1-3Gal antibodies to endothelial cell surfaces significantly diminished labeling of fibronectin and the integrin beta1 subunit by ...
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FOOTPRINT AND MINIMUM DISTANCE FUNCTIONS - Korea Science
For a graded ideal of dimension ≥ 1, whose initial ideal is a complete intersection, we give an exact sharp lower bound for the corresponding minimum distance.