This paper investigates a class of image algebras that result from a pixel-addressing scheme known as Spiral Counting. This class of algebras is important ...
Spiral Counting on a Rectangular Lattice. No Thumbnail Available. File version. Author(s). Sheridan, Phillip. Griffith University Author(s).
Duration: 5:24
Posted: Aug 3, 2023
Posted: Aug 3, 2023
Missing: Rectangular | Show results with:Rectangular
Mar 21, 2019 · (x(n),y(n)) generates a clockwise square spiral beginning in the +x direction. By negating one or both and/or swapping x(n) and y(n), you can create different ...
Abstract: We investigate the existence of spiral ordering in the planar spin orientation of skyrmions localised on a face centered rectangular lattice (FCRL).
The Ulam spiral or prime spiral is a graphical depiction of the set of prime numbers, devised by mathematician Stanisław Ulam in 1963
Sep 5, 2014 · I believe I have proved that, for any S, there exists a lattice spiral covering S, ie, every point of S lies on the spiral.
Missing: Rectangular | Show results with:Rectangular
This paper investigates a class of image algebras that result from a pixel-addressing scheme known as Spiral Counting. This class of algebras is important ...
It involves a partition problem similar to that encountered in the square lattice case. The number of single spirals s∗n has ogf. S∗(x)X s∗nxn = x. 1 ...
Missing: Rectangular | Show results with:Rectangular
Abstract. The enumeration of polyominoes and lattice site and bond animals is a famous problem in enumerative combinatorics. General polyominoes and animals ...