Category Archives: Chinese Labyrinths

DONT BE PUT OFF – HURRY down the scroll to the next post!” Mathematicians will know the rule for multiplying together two complex numbers. If the real part of a number has magnitude a and the imaginary part magnitude b, … Continue reading →

This is  posted as promised on the links page – and to show off a “biggy”. Each supertile of this tessellation is made up of 2297 square tiles; one such supertile is shown in black. This should help you to disentangle … Continue reading →

To begin at a beginning. The figure below shows just four interlocking supertiles of a typical member of the Chinese Lattice Labyrinth family, member (9,6) a case with separation parameters (a,b) where a and b share a common factor, 3 … Continue reading →