The authors present a new example of a small Kakeya set in the affine plane AG(2,q) and they give the classification of the smallest Kakeya sets with at most 1/2q(q+2)+q/4 points, in case q even
Abstract. We prove that the sharp lower bounds of the Minkowski and Hausdorff dimensions of circular...
A Kakeya set is a subset of Rd that contains a unit line segment in every direction. Let S̊d−1 denot...
Let L be a set of lines of an affine space over a field and let S be a set of points with the proper...
The authors present a new example of a small Kakeya set in the affine plane AG(2,q) and they give th...
Kakeya sets in the affine plane AG(2; q) are point sets that are the union of lines, one through eve...
Kakeya sets in the affine plane $\mathrm AG (2,q)$ are point sets that are the union of lines, one t...
A Besicovitch set in AG(n; q) is a set of points containing a line in every direction. The Kakeya pr...
A Kakeya, or Besicovitch, set in a vector space is a set which contains a line in every direction. T...
Let AG(n,q) the n-dimensional affine space over a finite field with q elements. A Kakeya set is a po...
Abstract. For a finite vector space V and a non-negative integer r ≤ dimV we es-timate the smallest ...
A Kakeya set \(S \subset (\mathbb{Z}/N\mathbb{Z})^n\) is a set containing a line in each direction. ...
Abstract. We prove that the sharp lower bounds of the Minkowski and Hausdorff dimensions of circular...
A Kakeya set is a subset of Rd that contains a unit line segment in every direction. Let S̊d−1 denot...
Let L be a set of lines of an affine space over a field and let S be a set of points with the proper...
The authors present a new example of a small Kakeya set in the affine plane AG(2,q) and they give th...
Kakeya sets in the affine plane AG(2; q) are point sets that are the union of lines, one through eve...
Kakeya sets in the affine plane $\mathrm AG (2,q)$ are point sets that are the union of lines, one t...
A Besicovitch set in AG(n; q) is a set of points containing a line in every direction. The Kakeya pr...
A Kakeya, or Besicovitch, set in a vector space is a set which contains a line in every direction. T...
Let AG(n,q) the n-dimensional affine space over a finite field with q elements. A Kakeya set is a po...
Abstract. For a finite vector space V and a non-negative integer r ≤ dimV we es-timate the smallest ...
A Kakeya set \(S \subset (\mathbb{Z}/N\mathbb{Z})^n\) is a set containing a line in each direction. ...
Abstract. We prove that the sharp lower bounds of the Minkowski and Hausdorff dimensions of circular...
A Kakeya set is a subset of Rd that contains a unit line segment in every direction. Let S̊d−1 denot...
Let L be a set of lines of an affine space over a field and let S be a set of points with the proper...
DOI
Add to ORKG