Abstract. In 2000, H.L. Abbott and M.Katchalski [1] discussed a problem on covering squares with squares. They defined the function f(x) to be the side length ...
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In this paper, we study this kind of covering and packing problem for equilateral triangles. 2 Covering an Equilateral Triangle with Equilateral. Triangles.
In this paper we introduce generalized semi normed difference of double gai sequence spaces defined by a modulus function. We study their different properties ...
Jan 19, 2015 · It's an "exact cover" problem, sometimes called a tiling problem. If you want to read into how to solve these optimally, look into Algorithm X, and Dancing ...
Researchr is a web site for finding, collecting, sharing, and reviewing scientific publications, for researchers by researchers. Sign up for an account to ...
Mar 30, 2024 · Consider the problem of packing an upwards-pointing unit equilateral triangle "efficiently" by downwards-pointing equilateral triangles.
Jan 22, 2015 · You should probably read about packing and covering for lattices first; one source is Conway and Sloane, Sphere Packings, Lattices and Groups.
A Kind of Triangle Covering and Packing Problem. Y. Zhang, and G. Wang. CGGA, volume 7033 of Lecture Notes in Computer Science, page 206-213.
Jan 20, 2016 · The triangle packing problem is a packing problem that involves triangular pieces, and it is crucial for algorithm design in many areas, ...
The basic problems in the classical theory of packings and coverings, the develop- ment of which was strongly influenced by the geometry of numbers and by ...