2 citations · 3 across the 5 of their papers we have counts for
6 papers
Packing of permutations into Latin squares
Stephan Foldes, András Kaszanyitzky, Laszlo Major
For every positive integer greater than there is a set of Latin squares of order such that every permutation of the numbers appears exactly once as a row,…
The GraftalLace Cellular Automaton
András Kaszanyitzky
We introduce our GraftalLace Cellular Automaton in short GLCA which is a new one-dimensional cellular automaton on the regular square lattice. It makes a monochromatic infinite dir…
Triangular fractal approximating graphs and their covering paths and cycles
András Kaszanyitzky
We observe two kinds of fractal approximating graphs, the background structures of the generalized Sierpinski Arrowhead Curve independently of the recursive curves. Both graphs rel…
The generalized Sierpiński Arrowhead Curve
András Kaszanyitzky
We define special Hamiltonian-paths and special permutations of the up-facing dark tiles on a checked triangular grid related to the generalized Sierpiński Gasket. Our definitions…
Symmetries related to domino tilings on a chessboard
M. Hujter, A. Kaszanyitzky
In this paper we study different kinds of symmetries related to the domino tilings of chessboards.
Hamiltonian paths on directed grids
Mihály Hujter, András Kaszanyitzky
Our studies are related to a special class of FASS-curves, which can be described in a node-rewriting Lindenmayer-system. These ortho-tile (or diagonal) type recursive curves induc…