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Tag Archives: gaussian primes.
Pythagorean Pairs of Pairs…and the Occasional Triplet of Pairs
Here are small parts of two Serpentine Lattice Labyrinth tessellations. Though these two patterns look very different and the arrays of superlattice points (which we can take to be marked by the black squares) and symmetry axes are at different … Continue reading
Lattice Labyrinth Tilings and Pavings: An Image Gallery
The thumbnailed gallery below is a handy summary of images included in the various posts of the Lattice Labyrinths blog and has now been copied as a page of the blog. In the course of time that page will tend … Continue reading
Posted in Architectural Realisations, Birthday labyrinths, Birthyear Labyrinths, Chinese Labyrinths, Dart Labyrinths, Diamond Labyrinths, Honeycomb Labyrinths, Japanese Labyrinths, National Labyrinths, Olympic Labyrinths, Sepentine Labyrinths, Serpentine Labyrinths, Star Labyrinths, Trefoil Labyrinths
Tagged Alhambra, Escher, gaussian primes., Irrgarten, Laberinto, Labirinto, labyrinths, Maze, number pairs, Pecs, Polyomino, Polyominoes, rightangled triangle, Tessellations, tiling
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Eine kleine Mathmusik : From Lattice Labyrinths via √-1 to Pythagorean Triples
Since starting this blog I have made a point of “following” twitter accounts maintained by passionate mathematics teachers and many have paid me the complement of following me in return. It is time I thanked them/you for this complement by … Continue reading
Posted in Chinese Labyrinths, Mathematics, Serpentine Labyrinths
Tagged Alhambra, Bridges Pecs, Eine kleine Mathmusik, Eine kleine Nachtmusik, Escher, gaussian primes., mazes, number pairs, Pythagorean triples, Rachel W Hall, right angled triangle, rightangled triangle, sums of squares, Tessellations, tiling
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